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@endspecial Fr 706 5066 a(c) p Fp 685 5068
a(\015) p Fr 25 w(2001) p Ft 27 w(Kluwer) 28 b(A) l(c) l(ademic) g
(Publishers.) 56 b(Printe) l(d) 28 b(in) f(the) i(Netherlands.) p
Fn 1941 5847 a(cchv-r5.tex;) 42 b(27/09/2001;) g(9:54;) e(p.1) p
90 rotate dyy eop
%%Page: 2 2
2 1 bop Fv 486 100 a(2) 486 291 y(system,) 29 b(puzzled) f(scien) m
(tists) g(and) h(still) e(remains) h(one) h(of) g(the) g(most) h(in) m
(teresting) 486 399 y(sub) 5 b(jects) 36 b(of) i(Celestial) e(Mec) m
(hanics.) i(In) f(particular,) f(the) h(explanation) f(of) i(the) 486
506 y(fact) c(that) g(in) e(the) i(asteroid) f(b) s(elt) f(some) i
(resonances) g(are) g(empt) m(y) f(while) f(others) 486
614 y(are) e(w) m(ell) g(p) s(opulated) e(has) j(b) s(een) e(un) m(til)
g(recen) m(tly) i(an) f(op) s(en) f(problem.) 602 722
y(In) 22 b(this) g(pap) s(er,) g(w) m(e) h(consider) f(the) h(planar,) f
(circular,) f(restricted,) i(three-b) s(o) s(dy) 486
830 y(problem,) g(where) i(w) m(e) g(assume) g(that) g(the) h(mass) e
(of) i(one) f(b) s(o) s(dy) e(is) h(so) h(small) f(that) h(it) 486
938 y(do) s(es) g(not) h(in\015uence) e(the) i(motion) f(of) h(the) g
(other) g(t) m(w) m(o) h(b) s(o) s(dies,) d(called) h(primaries.) 486
1046 y(Let) 40 b(the) h(three) f(b) s(o) s(dies) f(b) s(e) g(named) h
(as) p Fm 41 w(S) p Fv 5 w(,) p Fm 40 w(J) p Fv 9 w(,) p
Fm 41 w(A) p Fv(,) g(later) g(iden) m(ti\014ed) f(with) g(the) 486
1154 y(Sun,) 28 b(Jupiter) g(and) h(an) h(asteroid.) f(W) -8
b(e) 31 b(assume) f(that) g(the) g(motion) f(of) p Fm
30 w(J) p Fv 39 w(around) p Fm 486 1262 a(S) p Fv 31
w(is) c(circular) f(and) h(that) i(all) e(b) s(o) s(dies) f(mo) m(v) m
(e) k(on) e(the) g(same) g(plane.) g(Let) g(us) f(denote) 486
1370 y(b) m(y) p Fm 29 w(n) p Fv(,) p Fm 30 w(n) p Fl
776 1337 a(0) p Fv 829 1370 a(the) 30 b(mean) g(motions) f(of) p
Fm 30 w(A) p Fv 30 w(and) p Fm 30 w(J) p Fv 9 w(,) h(resp) s(ectiv) m
(ely) -8 b(.) 30 b(W) -8 b(e) 31 b(will) c(w) m(ork) j(in) f(a) 486
1478 y(syno) s(dic) 23 b(frame,) i(rotating) g(with) f(the) h(same) h
(angular) e(v) m(elo) s(cit) m(y) h(of) g(the) g(primaries) p
Fm 486 1586 a(S) p Fv 35 w(and) p Fm 30 w(J) p Fv 9 w(,) 30
b(whic) m(h) f(are) i(assumed) f(to) h(b) s(e) f(at) h(rest) f(on) h
(the) p Fm 30 w(x) p Fv(-axis.) 602 1694 y(A) p Fm 34
w(p=q) p Fv 38 w(resonance) k(is) f(a) h(p) s(erio) s(dic) c(orbit) j
(suc) m(h) g(that) i(the) e(ratio) p Fm 35 w(n=n) p Fl
2996 1661 a(0) p Fv 3053 1694 a(is) g(ap-) 486 1802 y(pro) m(ximately)
25 b(equal) i(to) p Fm 27 w(p=q) p Fv 29 w(for) g(some) g(p) s(ositiv) m
(e) e(in) m(tegers) p Fm 27 w(p) p Fv(,) p Fm 26 w(q) p
Fv 3 w(.) i(W) -8 b(e) 28 b(ha) m(v) m(e) f(exact) 486
1910 y(equalit) m(y) -8 b(,) p Fm 28 w(n=n) p Fl 1002
1877 a(0) p Fv 1050 1910 a(=) p Fm 25 w(p=q) p Fv 3 w(,) 28
b(when) f(the) i(mass) f(of) g(the) g(small) f(primary) p
Fm 26 w(J) p Fv 37 w(is) h(equal) f(to) 486 2017 y(zero.) j(Indeed,) e
(for) h(an) m(y) p Fm 29 w(p) p Fv 29 w(and) p Fm 28
w(q) p Fv 32 w(there) g(exist) g(t) m(w) m(o) h(families) d(of) j(p) s
(erio) s(dic) c(orbits) 486 2125 y(whic) m(h) 36 b(di\013er) g(in) g
(phase) h(and) g(are) h(generated) h(b) m(y) e(a) h(v) -5
b(ariation) 37 b(of) g(the) h(orbital) 486 2233 y(eccen) m(tricit) m(y)
31 b(of) g(the) f(small) f(b) s(o) s(dy) p Fm 29 w(A) p
Fv(.) 602 2341 y(Our) 34 b(aim) h(is) f(to) i(in) m(v) m(estigate) g
(the) g(stabilit) m(y) e(of) h(these) h(families) d(of) j(p) s(erio) s
(dic) 486 2449 y(orbits) 45 b(\(see) j(Hadjidemetriou) d(and) h(Ic) m
(h) m(tiaroglou) h(\(1984\),) j(Hadjidemetriou) 486 2557
y(\(1988\),) 41 b(\(1992\),) h(\(1996\),) f(Win) m(ter) e(and) f(Murra)
m(y) h(\(1997\),) i(\(1997\)) h(and) c(refer-) 486 2665
y(ences) 25 b(therein\).) f(The) h(linear) e(stabilit) m(y) g(of) i(a) h
(p) s(erio) s(dic) c(orbit) i(can) h(b) s(e) f(studied) f(b) m(y) 486
2773 y(lo) s(oking) h(at) j(the) g(eigen) m(v) -5 b(alues) 26
b(of) g(the) g(mono) s(drom) m(y) g(matrix) f(along) h(the) h(p) s
(erio) s(dic) 486 2881 y(orbit) 42 b(itself.) h(By) h(computing) f(the)
g(trace) i(of) f(the) g(matrix) f(w) m(e) h(can) g(conclude) 486
2989 y(whether) 34 b(a) h(p) s(erio) s(dic) e(orbit) h(is) g(linearly) e
(stable) j(or) g(not.) g(The) g(mo) s(del) e(and) i(the) 486
3097 y(metho) s(d) 29 b(to) i(study) f(linear) f(stabilit) m(y) g(are) i
(presen) m(ted) f(in) p Fk 29 w(x) p Fv(2.) 602 3205
y(The) d(\014rst) h(part) f(of) i(this) e(w) m(ork) h(deals) f(with) g
(the) h(analysis) f(of) h(the) g(stabilit) m(y) f(as) 486
3313 y(the) 32 b(mass) h(of) g(the) g(primaries) d(is) i(\014xed.) g
(In) g(particular,) g(w) m(e) h(consider) e(the) i(Sun-) 486
3421 y(Jupiter) 21 b(system) i(and) g(w) m(e) h(in) m(v) m(estigate) g
(the) f(stabilit) m(y) f(of) i(inner) d(and) i(outer) g(orbits) 486
3528 y(\(i.e.,) 37 b(in) m(terior) e(and) h(exterior) g(resonances\).) i
(W) -8 b(e) 37 b(presen) m(t) g(results) e(for) h(v) -5
b(arious) 486 3636 y(v) g(alues) 32 b(of) p Fm 33 w(p=q) p
Fv 36 w(with) f(2) p Fk 30 w(\024) p Fm 29 w(p) p Fk
29 w(\024) p Fv 29 w(9,) j(1) p Fk 30 w(\024) p Fm 29
w(q) p Fk 32 w(\024) p Fv 29 w(5) f(and) f(4) p Fm(=) p
Fv(3) p Fk 31 w(\024) p Fm 29 w(p=q) p Fk 33 w(\024) p
Fv 29 w(5.) h(F) -8 b(or) 34 b(eac) m(h) 486 3744 y(family) 42
b(of) i(p) s(erio) s(dic) d(orbits) i(with) g(frequency) p
Fm 43 w(p=q) p Fv 47 w(w) m(e) h(compute) h(the) f(linear) 486
3852 y(stabilit) m(y) 39 b(as) i(a) h(function) d(of) j(the) f(a) m(v) m
(erage) i(eccen) m(tricit) m(y) f(along) f(the) h(p) s(erio) s(dic) 486
3960 y(orbit.) 23 b(There) h(are) g(mark) m(ed) g(di\013erences) g(in) e
(the) j(stabilit) m(y) d(b) s(eha) m(viour) h(according) 486
4068 y(to) 37 b(the) g(v) -5 b(alue) 36 b(of) p Fm 37
w(p=q) p Fv 3 w(;) h(in) f(particular,) f(w) m(e) i(noticed) g(that) g
(switc) m(hing) e(b) s(et) m(w) m(een) 486 4176 y(stabilit) m(y) 29
b(and) h(instabilit) m(y) e(o) s(ccurs) i(more) g(frequen) m(tly) g(as)
p Fm 31 w(q) p Fv 33 w(gets) i(larger.) e(These) 486
4284 y(results) f(are) h(describ) s(ed) f(in) p Fk 29
w(x) p Fv(3.) 602 4392 y(A) 43 b(study) f(of) i(the) f(stabilit) m(y) f
(c) m(haracter) j(as) e(the) h(mass) f(of) g(the) h(primary) d(is) 486
4500 y(v) -5 b(aried,) 38 b(is) g(presen) m(ted) h(is) p
Fk 38 w(x) p Fv(4.) h(This) d(analysis) h(is) g(particularly) e(suited)
i(for) h(the) 486 4608 y(in) m(v) m(estigation) 48 b(of) g(exosolar) g
(planetary) g(systems,) g(where) f(the) i(mass) f(of) g(the) 486
4716 y(primary) c(cannot) k(b) s(e) e(determined) f(with) h(accuracy) -8
b(,) 48 b(due) e(to) i(the) e(unkno) m(wn) 486 4824 y(inclination) 21
b(of) k(the) g(plane) f(of) g(motion.) h(Also) f(in) g(this) f(case) j
(w) m(e) f(in) m(v) m(estigate) h(inner) p Fn 1941 5847
a(cchv-r5.tex;) 42 b(27/09/2001;) g(9:54;) e(p.2) p 90 rotate
dyy eop
%%Page: 3 3
3 2 bop Fv 3230 100 a(3) 486 291 y(and) 32 b(outer) h(orbits,) f(pro) m
(viding) f(a) j(description) d(of) i(the) g(stabilit) m(y) f(c) m
(haracter) i(for) 486 399 y(di\013eren) m(t) 29 b(v) -5
b(alues) 30 b(of) h(the) f(masses) h(and) e(eccen) m(tricities.) 602
506 y(As) 37 b(a) g(concluding) f(result,) g(w) m(e) h(apply) f(the) h
(analysis) f(to) i(the) f(p) s(ossibilit) m(y) d(of) 486
614 y(existence) 23 b(of) g(stable) f(Earth-lik) m(e) g(planets) g(in) g
(the) h(recen) m(tly) g(disco) m(v) m(ered) g(exosolar) 486
722 y(systems) 30 b(HD168746,) k(GI86,) d(47UMa,b) h(and) e(HD10697.) p
Fo 1346 1043 a(2.) 73 b(Mo) s(del) 36 b(and) e(metho) s(ds) p
Fv 486 1257 a(2.1.) p Fj 65 w(Equa) -6 b(tions) 33 b(of) h(motion) p
Fv 486 1449 a(W) -8 b(e) 23 b(consider) e(three) i(b) s(o) s(dies) p
Fm 20 w(S) p Fv 5 w(,) p Fm 23 w(J) p Fv 9 w(,) p Fm
22 w(A) p Fv(;) g(for) f(later) h(applications) d(w) m(e) j(shall) e
(iden) m(tify) p Fm 486 1557 a(S) p Fv 36 w(with) 30
b(the) h(Sun,) p Fm 30 w(J) p Fv 41 w(with) f(Jupiter) f(and) p
Fm 31 w(A) p Fv 32 w(with) h(a) h(small) f(b) s(o) s(dy) g(of) h
(negligible) 486 1665 y(mass.) 44 b(Let) p Fm 44 w(m) p
Fi 1004 1679 a(S) p Fv 1098 1665 a(and) p Fm 44 w(m) p
Fi 1369 1679 a(J) p Fv 1461 1665 a(b) s(e) f(the) i(masses) f(of) p
Fm 44 w(S) p Fv 48 w(and) p Fm 44 w(J) p Fv 9 w(,) g(resp) s(ectiv) m
(ely) -8 b(.) 44 b(W) -8 b(e) 486 1773 y(assume) 40 b(that) g(the) h
(three) f(b) s(o) s(dies) e(mo) m(v) m(e) k(on) e(the) h(same) f(plane)
f(and) h(that) h(the) 486 1881 y(orbit) c(of) p Fm 38
w(J) p Fv 48 w(is) g(circular.) g(W) -8 b(e) 40 b(refer) e(to) h(this) e
(mo) s(del) g(as) i(the) f(planar,) f(circular,) 486
1989 y(restricted) h(three-b) s(o) s(dy) g(problem,) f(hereafter,) i
(PCR3BP) -8 b(.) 40 b(Let) f(us) f(normalize) 486 2097
y(the) 31 b(units) f(so) i(that) g(the) g(distance) f(b) s(et) m(w) m
(een) h(the) g(primaries,) d(the) j(sum) e(of) i(their) 486
2205 y(masses) e(and) g(the) g(gra) m(vitational) h(constan) m(t) h
(are) e(equal) g(to) h(1.) 602 2313 y(W) -8 b(e) 23 b(consider) d(a) i
(syno) s(dic) e(reference) j(frame) e(\() p Fm(O) s(xy) p
Fv 3 w(\),) h(rotating) g(with) f(the) h(same) 486 2421
y(frequency) 35 b(of) h(the) g(primaries.) d(Let) k(the) f(origin) e
(coincide) h(with) f(the) i(cen) m(ter) h(of) 486 2529
y(mass) 23 b(of) h(the) g(primaries) d(and) i(let) h(the) p
Fm 23 w(x) p Fv(-axis) g(corresp) s(ond) e(to) j(the) p
Fm 23 w(S) 5 b(J) p Fv 33 w(direction.) 486 2637 y(Denote) 32
b(b) m(y) f(\() p Fm(x;) 15 b(y) p Fv 3 w(\)) 32 b(the) g(co) s
(ordinates) e(of) p Fm 32 w(A) p Fv 31 w(and) g(b) m(y) p
Fm 31 w(\026) p Fv 31 w(the) i(reduced) e(mass) p Fm
31 w(\026) p Fk 26 w(\021) p Fm 486 2745 a(m) p Fi 566
2759 a(J) p Fm 614 2745 a(=) p Fv(\() p Fm(m) p Fi 774
2759 a(s) p Fv 829 2745 a(+) p Fm 18 w(m) p Fi 998 2759
a(J) p Fv 1046 2745 a(\).) g(The) f(equations) f(of) i(motion) f(of) p
Fm 29 w(A) p Fv 29 w(in) f(the) h(syno) s(dic) f(reference) 486
2853 y(frame) i(are) h(giv) m(en) f(b) m(y) g(Szeb) s(ehely) f
(\(1967\)) 1016 3082 y(\177) p Fm -51 w(x) p Fk 20 w(\000) p
Fv 20 w(2) 17 b(_) p Fm -42 w(y) p Fk 24 w(\000) p Fm
20 w(x) p Fv 49 w(=) p Fk 50 w(\000) p Fm(\026) 1736
3021 y(x) p Fv 19 w(+) p Fm 20 w(\026) p Fk 20 w(\000) p
Fv 20 w(1) p 1736 3061 375 4 v Fm 1881 3146 a(r) p Fh
1925 3114 a(3) 1922 3170 y(1) p Fk 2140 3082 a(\000) p
Fv 20 w(\(1) p Fk 21 w(\000) p Fm 20 w(\026) p Fv(\)) p
Fm 2523 3021 a(x) p Fv 20 w(+) p Fm 20 w(\026) p 2523
3061 218 4 v 2590 3146 a(r) p Fh 2634 3114 a(3) 2631
3170 y(2) p Fv 1020 3304 a(\177) p Fm -51 w(y) p Fv 23
w(+) j(2) c(_) p Fm -41 w(x) p Fk 21 w(\000) p Fm 20
w(y) p Fv 52 w(=) p Fk 50 w(\000) p Fm(\026) 1753 3243
y(y) p 1736 3283 83 4 v 1736 3367 a(r) p Fh 1780 3336
a(3) 1777 3392 y(1) p Fk 1848 3304 a(\000) p Fv 20 w(\(1) p
Fk 21 w(\000) p Fm 20 w(\026) p Fv(\)) p Fm 2249 3243
a(y) p 2231 3283 V 2231 3367 a(r) p Fh 2275 3336 a(3) 2272
3392 y(2) p Fm 2324 3304 a(;) p Fv 486 3555 a(where) p
Fm 35 w(r) p Fh 798 3522 a(2) 795 3578 y(1) p Fv 871
3555 a(=) 34 b(\() p Fm(x) p Fv 24 w(+) p Fm 24 w(\026) p
Fk 23 w(\000) p Fv 24 w(1\)) p Fh 1435 3522 a(2) p Fv
1499 3555 a(+) p Fm 24 w(y) p Fh 1642 3522 a(2) p Fv
1681 3555 a(,) p Fm 36 w(r) p Fh 1786 3522 a(2) 1783
3578 y(2) p Fv 1859 3555 a(=) g(\() p Fm(x) p Fv 24 w(+) p
Fm 24 w(\026) p Fv(\)) p Fh 2260 3522 a(2) p Fv 2323
3555 a(+) p Fm 24 w(y) p Fh 2466 3522 a(2) p Fv 2505
3555 a(.) i(As) g(is) e(w) m(ell) h(kno) m(wn,) 486 3663
y(these) 30 b(equations) g(admit) g(the) h(\014rst) e(in) m(tegral) h
(\(Jacobian) h(energy\)) p Fm 818 3893 a(C) p Fk 31 w(\021) p
Fv 1020 3831 a(1) p 1020 3872 46 4 v 1020 3955 a(2) p
Fg 1091 3799 a(\020) p Fv 1156 3893 a(_) p Fm -40 w(x) p
Fh 1193 3855 a(2) p Fv 1252 3893 a(+) 36 b(_) p Fm -41
w(y) p Fh 1391 3855 a(2) p Fg 1430 3799 a(\021) p Fk
1500 3893 a(\000) p Fv 1601 3831 a(1) p 1601 3872 V 1601
3955 a(2) p Fg 1672 3799 a(h) p Fm 1711 3893 a(\026r) p
Fh 1810 3855 a(2) 1807 3915 y(1) p Fv 1869 3893 a(+) 20
b(\(1) p Fk 21 w(\000) p Fm 19 w(\026) p Fv(\)) p Fm(r) p
Fh 2285 3855 a(2) 2282 3915 y(2) p Fg 2325 3799 a(i) p
Fk 2384 3893 a(\000) p Fm 2498 3831 a(\026) p 2485 3872
81 4 v 2485 3955 a(r) p Fh 2526 3969 a(1) p Fk 2595 3893
a(\000) p Fv 2696 3831 a(1) p Fk 21 w(\000) p Fm 20 w(\026) p
2696 3872 212 4 v 2762 3955 a(r) p Fh 2803 3969 a(2) p
Fm 2918 3893 a(:) p Fv 486 4224 a(2.2.) p Fj 65 w(Mirr) n(or) 33
b(configura) -6 b(tions) p Fv 486 4417 a(In) 32 b(the) i(syno) s(dic) e
(frame,) i(there) g(exist) f(families) f(of) i(p) s(erio) s(dic) d
(orbits) h(inside) g(the) 486 4525 y(orbit) i(of) p Fm
36 w(J) p Fv 44 w(that) i(are) g(symmetric) e(with) g(resp) s(ect) i
(to) g(the) p Fm 35 w(x) p Fv(-axis) f(\(notice) h(that) 486
4633 y(in) 30 b(general) h(these) h(orbits) f(are) h(not) f(symmetric) g
(in) f(the) i(inertial) e(frame\).) i(If) f(the) 486
4741 y(initial) 39 b(conditions) h(are) j(suc) m(h) e(that) i(the) f(p)
s(erio) s(dic) d(orbit) i(in) m(tersects) i(p) s(erp) s(en-) 486
4848 y(dicularly) 35 b(the) p Fm 39 w(x) p Fv(-axis) j(at) p
Fm 39 w(t) p Fv 39 w(=) h(0) f(\(i.e.,) p Fm 40 w(y) p
Fv 3 w(\(0\)) h(=) g(0,) 55 b(_) p Fm -41 w(x) p Fv(\(0\)) 40
b(=) e(0\),) i(the) f(p) s(erio) s(dic) p Fn 1941 5847
a(cchv-r5.tex;) j(27/09/2001;) g(9:54;) e(p.3) p 90 rotate
dyy eop
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4 3 bop Fv 486 100 a(4) p Fr 1290 259 a(T) -6 b(able) 19
b(I.) 39 b(Numeric) 18 b(co) r(ding) h(of) h(MCs) g(for) 1290
350 y(in) n(terior) h(p) r(erio) r(dic) h(orbits) g(\(see) f(the) f
(text) 1290 441 y(for) 26 b(an) g(explanation) g(of) g(sym) n(b) r
(ols\)) p 1290 519 1182 4 v 1340 617 a(Con\014guration) 114
b(MC) p Fq 125 w(l) p Fr 125 w(\001) p Fq(\025) p 1290
682 V Fr 1340 779 a(PC-SAJ) 325 b(00) 143 b(0) 152 b(0) 1340
888 y(PC-ASJ) 325 b(02) 143 b(0) p Fq 148 w(\031) p Fr
1340 997 a(A) n(C-SAJ) 321 b(20) p Fq 139 w(\031) p Fr
150 w(0) 1340 1106 y(A) n(C-ASJ) g(22) p Fq 139 w(\031) 146
b(\031) p 1290 1171 V Fv 486 1561 a(orbit) 37 b(in) m(tersects) i(p) s
(erp) s(endicularly) 34 b(the) p Fm 39 w(x) p Fv(-axis) k(also) h(at) g
(a) g(half) f(p) s(erio) s(d) e(\(i.e.,) p Fm 486 1669
a(y) p Fv 3 w(\() p Fm(T) 10 b(=) p Fv(2\)) 36 b(=) f(0,) 52
b(_) p Fm -41 w(x) p Fv(\() p Fm(T) 10 b(=) p Fv(2\)) 37
b(=) d(0,) j(where) p Fm 36 w(T) p Fv 48 w(denotes) g(the) f(p) s(erio)
s(d) e(of) i(the) h(p) s(erio) s(dic) 486 1777 y(orbit\).) 602
1885 y(These) 25 b(in) m(tersections) h(represen) m(t) g(particular) e
(cases) i(of) g(the) g(so-called) p Ff 26 w(mirror) 486
1993 y(con\014guration) p Fv 37 w(\(MC\),) 40 b(whic) m(h) d(o) s
(ccurs) h(whenev) m(er) g(the) h(v) m(elo) s(cit) m(y) g(v) m(ectors) h
(of) f(a) 486 2101 y(n) m(um) m(b) s(er) 26 b(of) i(gra) m
(vitationally) f(in) m(teracting) h(b) s(o) s(dies) e(are) i(p) s(erp) s
(endicular) 23 b(to) 29 b(their) 486 2209 y(p) s(osition) g(v) m
(ectors) k(in) e(a) h(barycen) m(tric) g(sidereal) e(frame.) i(It) g(w)
m(as) g(pro) m(v) m(en) g(b) m(y) f(Ro) m(y) 486 2317
y(and) 36 b(Ov) m(enden) h(\(1955\)) j(that) f(an) e(orbit) g(is) f(p) s
(erio) s(dic) f(if) i(a) h(MC) f(o) s(ccurs) g(at) i(t) m(w) m(o) 486
2425 y(di\013eren) m(t) 29 b(ep) s(o) s(c) m(hs.) 602
2533 y(Mirror) 35 b(con\014gurations) h(can) h(b) s(e) f(classi\014ed) f
(according) i(to) g(the) g(initial) d(p) s(o-) 486 2640
y(sitions) j(of) i(the) g(three) g(b) s(o) s(dies;) f(in) f
(particular,) p Fm 38 w(A) p Fv 39 w(could) h(b) s(e) g(at) p
Fm 40 w(t) p Fv 39 w(=) i(0) f(at) h(its) 486 2748 y(p) s(ericen) m
(ter) j(\() p Fm(P) 13 b(C) p Fv 7 w(\)) 45 b(or) f(at) h(ap) s(o) s
(cen) m(ter) g(\() p Fm(AC) p Fv 7 w(\)) f(and) g(the) g(initial) e
(con\014guration) 486 2856 y(migh) m(t) 32 b(b) s(e) p
Fm 32 w(S) p Fk 27 w(\000) p Fm 21 w(A) p Fk 22 w(\000) p
Fm 21 w(J) p Fv 42 w(or) p Fm 33 w(A) p Fk 22 w(\000) p
Fm 21 w(S) p Fk 27 w(\000) p Fm 21 w(J) p Fv 9 w(.) h(According) g(to) g
(a) g(sc) m(heme) h(in) m(tro) s(duced) 486 2964 y(b) m(y) 27
b(V) -8 b(alsecc) m(hi) 29 b(et) g(al.) f(\(1993\),) j(it) c(is) g(p) s
(ossible) f(to) j(co) s(de) f(all) f(p) s(ossible) e(MC's) k(using) 486
3072 y(a) h(pair) f(of) h(in) m(tegers,) h(indicating) d(the) i(v) -5
b(alue,) 30 b(in) f(m) m(ultiples) f(of) p Fm 30 w(\031) s(=) p
Fv(2,) k(of) e(suitably) 486 3180 y(c) m(hosen) 22 b(angles;) f(this) f
(is) h(done) g(in) f(T) -8 b(able) 21 b(I,) h(where) p
Fm 21 w(l) p Fv 23 w(denotes) g(the) g(mean) f(anomaly) 486
3288 y(of) p Fm 34 w(A) p Fv 35 w(and) 34 b(\001) p Fm(\025) p
Fv 34 w(is) f(the) i(di\013erence) f(of) h(the) f(mean) h(longitudes) e
(of) p Fm 35 w(A) p Fv 34 w(and) p Fm 34 w(J) p Fv 9
w(.) i(As) 486 3396 y(an) d(example,) g(consider) f(the) i(MC) f
(denoted) h(b) m(y) f(02;) i(then) p Fm 32 w(l) p Fv
30 w(=) 28 b(0) 33 b(and) f(\001) p Fm(\025) p Fv 28
w(=) p Fm 29 w(\031) p Fv 3 w(,) 486 3504 y(whic) m(h) 26
b(means) i(that) p Fm 28 w(A) p Fv 28 w(is) f(at) i(its) e(p) s(ericen)
m(ter) g(in) g(the) h(con\014guration) p Fm 27 w(A) p
Fk 16 w(\000) p Fm 15 w(S) p Fk 20 w(\000) p Fm 15 w(J) p
Fv 9 w(.) 602 3612 y(Let) p Fm 33 w(n=n) p Fl 922 3579
a(0) p Fv 975 3612 a(=) p Fm 29 w(p=q) p Fv 3 w(,) 33
b(where) p Fm 33 w(n) p Fv(,) p Fm 33 w(n) p Fl 1702
3579 a(0) p Fv 1758 3612 a(denote) g(the) g(mean) g(motions) g(of) p
Fm 33 w(A) p Fv 33 w(and) p Fm 33 w(J) p Fv 9 w(,) 486
3720 y(resp) s(ectiv) m(ely) -8 b(.) 23 b(In) h(a) g(symmetric) f(p) s
(erio) s(dic) e(orbit) i(asso) s(ciated) i(to) f(this) f(resonance,) 486
3828 y(t) m(w) m(o) 31 b(features) g(are) g(notew) m(orth) m(y:) p
Fk 523 4023 a(\000) p Fm 73 w(l) p Fv 33 w(mak) m(es) p
Fm 31 w(p) p Fv 30 w(complete) g(rev) m(olutions,) e(while) g(\001) p
Fm(\025) p Fv 30 w(mak) m(es) p Fm 31 w(p) p Fk 20 w(\000) p
Fm 20 w(q) p Fv 3 w(;) p Fk 523 4222 a(\000) p Fv 73
w(t) m(w) m(o) j(MCs) e(m) m(ust) g(o) s(ccur,) h(c) m(haracterized) g
(b) m(y) g(di\013eren) m(t) f(co) s(des.) 486 4417 y(F) -8
b(ollo) m(wing) 26 b(V) -8 b(alsecc) m(hi) 27 b(et) g(al.) f(\(1993\),)
k(w) m(e) d(note) g(that) g(the) g(parit) m(y) f(of) p
Fm 27 w(p) p Fv 26 w(and) p Fm 26 w(p) p Fk 13 w(\000) p
Fm 13 w(q) p Fv 486 4525 a(uniquely) e(determines) h(the) i(co) s(des) g
(of) f(the) h(MC's) g(that) g(can) g(app) s(ear) f(together) i(in) 486
4633 y(a) i(giv) m(en) h(symmetric) e(p) s(erio) s(dic) f(orbit) i(\(I)
g(and) g(I) s(I) f(p.o.) i(in) e(T) -8 b(able) 30 b(I) s(I\).) 602
4741 y(W) -8 b(e) 27 b(remark) f(that) g(in) f(the) h(follo) m(wing) e
(w) m(e) i(shall) f(consider) f(only) p Ff 25 w(direct) p
Fv 26 w(orbits,) 486 4848 y(whic) m(h) 29 b(mo) m(v) m(e) i(around) p
Fm 30 w(S) p Fv 35 w(in) e(the) i(same) g(direction) e(of) p
Fm 30 w(J) p Fv 9 w(.) p Fn 1941 5847 a(cchv-r5.tex;) 42
b(27/09/2001;) g(9:54;) e(p.4) p 90 rotate dyy eop
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5 4 bop Fv 3230 100 a(5) p Fr 1054 259 a(T) -6 b(able) 47
b(I) r(I.) 39 b(The) 47 b(pairing) h(of) g(MCs) h(within) e(p) r(erio) r
(dic) 1054 350 y(orbits) p 1054 428 1654 4 v Fq 1103
526 a(p) p Fr(,) p Fq 26 w(p) p Fp 16 w(\000) p Fq 17
w(q) p Fr 148 w(o) r(dd,ev) n(en) 143 b(ev) n(en,o) r(dd) h(o) r(dd,o) r
(dd) p 1054 591 V 1103 688 a(I) 26 b(p.o.) 283 b(00,20) 268
b(00,02) 256 b(00,22) 1103 797 y(I) r(I) 26 b(p.o.) 253
b(22,02) 268 b(22,20) 256 b(02,20) p 1054 862 V Fv 602
1220 a(It) 37 b(will) d(b) s(e) j(useful) e(in) g(our) i(analysis) e
(to) j(compute) g(an) e(appro) m(ximate) i(v) -5 b(alue) 486
1328 y(of) 27 b(the) g(eccen) m(tricit) m(y) h(whic) m(h) d(causes) j
(collisions) c(or) j(v) m(ery) g(close) g(encoun) m(ters) g(with) p
Fm 486 1436 a(J) p Fv 9 w(.) 36 b(An) g(appro) m(ximate) h(v) -5
b(alue) 36 b(can) h(b) s(e) e(obtained) h(b) m(y) h(equating) f(the) g
(ap) s(o) s(cen) m(ter) 486 1544 y(distance) 30 b(of) p
Fm 30 w(A) p Fv 31 w(to) h(the) p Fm 30 w(S) 5 b(J) p
Fv 40 w(distance,) 30 b(whic) m(h) f(in) g(our) h(units) f(is) g(1:) p
Fm 1626 1706 a(a) p Fv(\(1) 21 b(+) p Fm 20 w(e) p Fv(\)) k(=) g(1) p
Fm(:) p Fv 486 1867 a(By) 30 b(Kepler's) g(third) e(la) m(w,) i(w) m(e)
h(de\014ne) f(a) h(collision) d(v) -5 b(alue) p Fm 29
w(e) p Fi 2497 1881 a(c) p Fv 2563 1867 a(as) p Fm 1569
2102 a(e) p Fi 1611 2116 a(c) p Fk 1671 2102 a(\021) p
Fg 1767 1983 a(\022) p Fm 1838 2041 a(p) p 1838 2081
46 4 v 1839 2165 a(q) p Fg 1894 1983 a(\023) p Fe 1965
1979 a(2) p 1965 1991 31 4 v 1965 2032 a(3) p Fk 2030
2102 a(\000) p Fv 20 w(1) p Fm(:) p Fv 968 w(\(1\)) 486
2403 y(2.3.) p Fj 65 w(Numerical) 33 b(determina) -6
b(tion) 32 b(of) i(periodic) g(orbits) p Fv 486 2585
a(Let) 26 b(us) f(brie\015y) f(describ) s(e) g(the) i(metho) s(d) f
(adopted) h(to) g(\014nd) e(a) i(p) s(erio) s(dic) d(orbit.) j(Let) 486
2693 y(us) i(\014x) h(the) h(v) -5 b(alues) 29 b(of) p
Fm 29 w(\026) p Fv(,) p Fm 30 w(n=n) p Fl 1522 2660 a(0) p
Fv 1570 2693 a(=) p Fm 25 w(p=q) p Fv 32 w(and) g(the) h(unp) s(erturb)
s(ed) 25 b(eccen) m(tricit) m(y) p Fm 31 w(e) p Fh 3210
2707 a(0) p Fv 3250 2693 a(.) 602 2801 y(The) 49 b(initial) d
(conditions) p Fm 48 w(x) p Fv(\(0\),) 67 b(_) p Fm -42
w(y) p Fv 3 w(\(0\)) 51 b(\(recall) e(that) p Fm 49 w(y) p
Fv 3 w(\(0\)) 58 b(=) f(0,) 65 b(_) p Fm -40 w(x) p Fv
-1 w(\(0\)) 58 b(=) 486 2909 y(0\)) 44 b(are) h(found) d(b) m(y) i(the)
h(t) m(w) m(o-b) s(o) s(dy) f(appro) m(ximation.) f(The) g(p) s(erio) s
(dic) f(orbit) h(is) 486 3017 y(computed) f(within) d(a) k(preassigned)
e(accuracy) -8 b(,) 44 b(t) m(ypically) d(10) p Fl 2676
2984 a(\000) p Fh(12) p Fv 2807 3017 a(,) h(through) g(a) 486
3125 y(Newton-Raphson) i(metho) s(d,) g(whic) m(h) f(pro) m(vides) g
(successiv) m(e) i(appro) m(ximations) 486 3233 y(of) 36
b(the) g(initial) d(conditions.) h(Care) i(m) m(ust) g(b) s(e) f(tak) m
(en) i(at) g(whic) m(h) d(in) m(tersection) i(of) 486
3341 y(the) 26 b(orbit) g(with) f(the) p Fm 26 w(x) p
Fv(-axis) h(one) h(c) m(hec) m(ks) h(for) e(the) h(p) s(erp) s
(endicularit) m(y) 22 b(condition.) 486 3449 y(As) j(long) f(as) i(the)
f(eccen) m(tricit) m(y) h(is) e(small,) g(the) i(n) m(um) m(b) s(er) d
(of) j(in) m(tersections) e(is) g(equal) 486 3557 y(to) p
Fm 28 w(p) p Fk 14 w(\000) p Fm 14 w(q) p Fv 3 w(;) i(ho) m(w) m(ev) m
(er,) j(as) e(the) h(eccen) m(tricit) m(y) g(increases,) f(a) h(lo) s
(op) e(migh) m(t) h(dev) m(elop) g(in) 486 3665 y(the) j(rotating) h
(frame) f(and) g(the) g(n) m(um) m(b) s(er) g(of) g(in) m(tersections) g
(increases.) 602 3773 y(As) 20 b(output,) h(the) g(program) f(pro) m
(vides) g(the) h(initial) d(conditions) h(of) i(the) g(p) s(erio) s
(dic) 486 3880 y(orbit,) 43 b(partial) f(deriv) -5 b(ativ) m(es) 43
b(whic) m(h) f(are) j(needed) e(for) g(the) h(stabilit) m(y) e
(analysis) 486 3988 y(and) 30 b(the) h(a) m(v) m(erage) i(v) -5
b(alues) 30 b(of) h(the) g(semima) 5 b(jor) 30 b(axis,) h(the) g(eccen)
m(tricit) m(y) h(and) e(the) 486 4096 y(ratio) p Fm 31
w(n=n) p Fl 859 4063 a(0) p Fv 914 4096 a(o) m(v) m(er) j(half) e(p) s
(erio) s(d) e(of) j(the) g(p) s(erio) s(dic) d(orbit,) i(due) g(to) h
(the) g(symmetry) 486 4204 y(assumption.) d(In) g(particular,) g(let) i
(us) e(de\014ne) h(the) g(a) m(v) m(erage) j(eccen) m(tricit) m(y) f
(as) p Fm 1452 4422 a(e) p Fk 26 w(\021) p Fv 1710 4361
a(1) p 1656 4401 155 4 v Fm 1656 4485 a(T) 10 b(=) p
Fv(2) p Fg 1835 4307 a(Z) p Fi 1918 4334 a(T) e(=) p
Fh(2) 1881 4496 y(0) p Fm 2057 4422 a(e) p Fv(\() p Fm(t) p
Fv(\)) p Fm(dt;) p Fv 852 w(\(2\)) 486 4633 y(where) p
Fm 35 w(T) p Fk 47 w(\031) p Fv 34 w(2) p Fm(\031) s(q) p
Fv 39 w(is) 35 b(the) h(p) s(erio) s(d) d(of) j(motion.) g(The) f
(exact) j(equalit) m(y) d(holds) f(for) p Fm 486 4741
a(\026) p Fv 25 w(=) 25 b(0,) j(and) g(the) h(deviation) e(from) h(the)
g(equalit) m(y) g(is) f(larger) h(for) g(larger) g(v) -5
b(alues) 28 b(of) p Fm 486 4848 a(\026) p Fv 30 w(as) i(w) m(ell) g(as)
g(when) g(w) m(e) g(are) h(close) g(to) g(a) g(collision.) p
Fn 1941 5847 a(cchv-r5.tex;) 42 b(27/09/2001;) g(9:54;) e(p.5) p
90 rotate dyy eop
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6 5 bop Fv 486 100 a(6) 602 291 y(The) 47 b(n) m(umerical) g(program) h
(to) g(compute) h(the) f(p) s(erio) s(dic) d(orbits) i(and) h(the) 486
399 y(ab) s(o) m(v) m(e) 42 b(quan) m(tities) f(w) m(as) h(kindly) d
(made) i(a) m(v) -5 b(ailable) 41 b(to) h(all) f(the) h(authors) f(b) m
(y) g(J.) 486 506 y(Hadjidemetriou.) 486 750 y(2.4.) p
Fj 65 w(Linear) 34 b(st) -6 b(ability) p Fv 486 963 a(W) e(e) 33
b(in) m(v) m(estigate) g(the) f(linear) f(stabilit) m(y) g(of) h(the) g
(families) e(of) j(p) s(erio) s(dic) c(orbits) i(b) m(y) 486
1071 y(lo) s(oking) 22 b(at) i(the) f(trace) i(of) e(the) h(4) p
Fk 6 w(\002) p Fv 6 w(4) g(mono) s(drom) m(y) f(matrix.) g(In) f(the) i
(unp) s(erturb) s(ed) 486 1179 y(case) 33 b(\() p Fm(\026) p
Fv 30 w(=) c(0\)) k(of) g(a) p Fd 33 w(r) -5 b(esonant) 37
b(p) -5 b(erio) g(dic) 37 b(orbit) p Fv(,) c(there) g(exist) g(t) m(w) m
(o) h(pairs) e(of) g(unit) 486 1287 y(eigen) m(v) -5
b(alues.) 602 1395 y(When) 37 b(the) g(p) s(erturbation) e(is) i(switc)
m(hed) f(on) h(\() p Fm(\026) p Fk 37 w(6) p Fv(=) g(0\),) h(one) f
(pair) f(of) i(eigen-) 486 1503 y(v) -5 b(alues) 36 b(surviv) m(es,) f
(due) h(to) i(the) f(existence) g(of) g(the) g(Jacobian) f(energy) h
(in) m(tegral.) 486 1611 y(Ho) m(w) m(ev) m(er,) k(the) e(other) g
(unit) f(pair) g(has) g(t) m(w) m(o) j(p) s(ossibilities) 34
b(to) 40 b(ev) m(olv) m(e:) g(the) g(t) m(w) m(o) 486
1719 y(eigen) m(v) -5 b(alues) 27 b(can) i(mo) m(v) m(e) p
Fd 29 w(on) i(the) g(unit) g(cir) -5 b(cle) p Fv(,) 28
b(and) g(form) f(a) i(complex) f(conjugate) 486 1826
y(pair) j(of) i(the) g(form) p Fm 32 w(e) p Fl 1199 1793
a(\006) p Fi(i\036) p Fv 1324 1826 a(,) g(or) f(mo) m(v) m(e) p
Fd 35 w(on) j(the) g(r) -5 b(e) g(al) 36 b(axis) p Fv
33 w(and) c(form) g(a) h(real) g(pair) p Fm 31 w(\025) p
Fv 486 1934 a(and) p Fm 29 w(\025) p Fl 715 1901 a(\000) p
Fh(1) p Fv 810 1934 a(.) 602 2042 y(In) g(the) i(case) g(of) g(a) f
(complex) g(conjugate) i(pair) d(on) h(the) h(unit) d(circle) i(w) m(e)
h(ha) m(v) m(e) 486 2150 y(stabilit) m(y) -8 b(,) 28
b(while) f(in) g(the) i(case) h(of) g(a) f(pair) f(of) h(recipro) s
(cal) e(real) i(n) m(um) m(b) s(ers) e(w) m(e) j(ha) m(v) m(e) 486
2258 y(instabilit) m(y) -8 b(.) 28 b(In) i(some) h(particular) e
(cases,) j(the) f(second) g(unp) s(erturb) s(ed) c(unit) i(pair) 486
2366 y(also) 42 b(surviv) m(es) g(as) h(a) g(second) f(unit) g(pair.) f
(This) g(is) h(a) h(critical) f(case) h(as) g(far) g(as) 486
2474 y(stabilit) m(y) i(is) h(concerned) h(and) g(it) f(is) g(a) i
(transition) d(p) s(oin) m(t) h(from) h(stabilit) m(y) e(to) 486
2582 y(instabilit) m(y) 27 b(or) k(vicev) m(ersa.) 602
2690 y(The) 38 b(t) m(yp) s(e) h(of) f(stabilit) m(y) g(can) h(b) s(e) f
(obtained) g(from) g(the) h(trace) g(of) g(the) g(mon-) 486
2798 y(o) s(drom) m(y) 27 b(matrix.) h(As) g(is) f(w) m(ell) g(kno) m
(wn,) g(as) i(far) e(as) i(the) f(trace) h(is) e(in) f(mo) s(dulus) g
(less) 486 2906 y(than) k(4) h(one) g(has) f(stabilit) m(y) -8
b(,) 30 b(while) f(if) h(it) g(is) g(greater) i(than) e(4) h(the) g(p) s
(erio) s(dic) d(orbit) 486 3014 y(is) 36 b(unstable.) g(W) -8
b(e) 39 b(refer) e(to) p Ff 38 w(indi\013eren) m(t) e(equilibrium) p
Fv 33 w(whenev) m(er) i(the) h(trace) g(is) 486 3122
y(exactly) 31 b(equal) f(to) h(4.) 602 3230 y(Instead) 41
b(of) h(computing) f(the) h(4) p Fk 28 w(\002) p Fv 28
w(4) g(mono) s(drom) m(y) f(matrix,) g(the) h(stabilit) m(y) 486
3337 y(can) 27 b(b) s(e) g(obtained) g(b) m(y) g(in) m(v) m(estigating)
h(the) g(P) m(oincar) m(\023) -43 b(e) 29 b(map,) e(where) g(the) h(p) s
(erio) s(dic) 486 3445 y(orbit) g(is) h(a) i(\014xed) e(p) s(oin) m(t.)
g(More) h(precisely) -8 b(,) 29 b(\014x) h(the) g(Jacobian) f(energy) h
(and) f(tak) m(e) 486 3553 y(the) d(surface) g(of) g(section) g
(corresp) s(onding) e(to) p Fm 27 w(y) p Fv 28 w(=) h(0.) i(Then) e
(the) h(map) f(is) h(in) e(a) j(t) m(w) m(o) 486 3661
y(dimensional) 33 b(space) j(\() p Fm(x) p Fv(,) 52 b(_) p
Fm -41 w(x) p Fv(\).) 37 b(The) e(linear) f(stabilit) m(y) h(c) m
(haracter) i(can) f(b) s(e) f(found) 486 3769 y(b) m(y) i(a) h(2) p
Fk 25 w(\002) p Fv 25 w(2) f(matrix) g(and) g(it) g(can) g(b) s(e) g
(pro) m(v) m(en) h(that) g(its) f(eigen) m(v) -5 b(alues) 37
b(coincide) 486 3877 y(with) 29 b(the) h(t) m(w) m(o) i(non) e(unit) f
(eigen) m(v) -5 b(alues) 30 b(of) g(the) h(mono) s(drom) m(y) f
(matrix.) 602 3985 y(Finally) -8 b(,) 37 b(let) i(us) e(remark) i(that)
g(nonlinear) d(stabilit) m(y) i(can) g(b) s(e) g(in) m(v) m(estigated)
486 4093 y(b) m(y) 31 b(means) g(of) h(KAM) f(theory) h(\(Kolmogoro) m
(v) h(\(1954\),) h(Arnol'd) c(\(1963\),) k(Moser) 486
4201 y(\(1962\)\),) 49 b(but) c(suc) m(h) h(an) h(analysis) d(go) s(es)
j(b) s(ey) m(ond) f(the) g(aims) g(of) g(the) h(presen) m(t) 486
4309 y(w) m(ork.) e(Ho) m(w) m(ev) m(er,) i(the) e(nonlinear) e
(stabilit) m(y) g(can) j(b) s(e) e(obtained) g(n) m(umerically) 486
4417 y(b) m(y) f(computing) f(the) i(P) m(oincar) m(\023) -43
b(e) 45 b(map) e(on) g(the) g(ab) s(o) m(v) m(e) i(surface) e(of) h
(section.) f(If) 486 4525 y(around) 35 b(the) h(\014xed) f(p) s(oin) m
(t) g(of) i(the) f(map,) g(i.e.) g(around) f(the) i(p) s(erio) s(dic) c
(orbit,) j(w) m(e) 486 4633 y(ha) m(v) m(e) 31 b(islands,) e(then) h
(the) h(motion) g(is) e(stable,) i(trapp) s(ed) f(inside) e(the) j
(island.) e(The) 486 4741 y(size) h(of) g(the) h(largest) g(island) d
(giv) m(es) j(the) g(nonlinear) d(stabilit) m(y) h(region.) h(If,) g
(on) h(the) 486 4848 y(other) 43 b(hand,) f(the) h(consecutiv) m(e) h
(p) s(oin) m(ts) e(of) h(the) g(map) g(do) g(not) g(de\014ne) f(closed)
p Fn 1941 5847 a(cchv-r5.tex;) g(27/09/2001;) g(9:54;) e(p.6) p
90 rotate dyy eop
%%Page: 7 7
7 6 bop Fv 3230 100 a(7) 486 291 y(curv) m(es) 28 b(around) f(the) i
(\014xed) e(p) s(oin) m(t,) h(the) g(motion) g(is) f(not) i(b) s
(ounded) d(close) i(the) h(the) 486 399 y(\014xed) g(p) s(oin) m(t,) h
(and) g(in) f(this) g(case) i(the) g(p) s(erio) s(dic) d(orbit) h(is) h
(unstable.) p Fo 788 748 a(3.) 74 b(Stabilit) m(y) 34
b(of) h(Sun-Jupiter-Asteroid) g(resonances) p Fv 486
976 a(3.1.) p Fj 65 w(Interior) e(resonances) p Fv 486
1179 a(W) -8 b(e) 27 b(consider) e(the) h(three) g(b) s(o) s(dy) f
(problem) f(comp) s(osed) i(b) m(y) g(the) g(Sun) f(\() p
Fm(S) p Fv 5 w(\),) i(Jupiter) 486 1287 y(\() p Fm(J) p
Fv 9 w(\)) f(and) f(an) h(asteroid) g(\() p Fm(A) p Fv(\),) g(whic) m
(h) f(mo) m(v) m(es) i(in) d(the) i(region) g(in) m(terior) e(to) j
(the) f(orbit) 486 1395 y(of) 39 b(Jupiter.) e(F) -8
b(amilies) 38 b(of) h(p) s(erio) s(dic) d(orbits) i(in) g(the) h
(PCR3BP) g(are) g(generated) 486 1503 y(as) 33 b(the) h(eccen) m
(tricit) m(y) h(is) d(v) -5 b(aried.) 33 b(W) -8 b(e) 34
b(sho) m(w) m(ed) g(in) p Fk 32 w(x) p Fv(2) h(that) f(for) f(eac) m(h)
i(frequency) p Fm 486 1611 a(p=q) p Fv 31 w(there) 28
b(exist) g(t) m(w) m(o) i(families) c(dep) s(ending) f(on) j(the) h
(initial) c(MC.) k(The) e(stabilit) m(y) 486 1719 y(c) m(haracter) 32
b(c) m(hanges) g(as) p Fm 31 w(p=q) p Fv 34 w(is) e(v) -5
b(aried) 30 b(and) h(the) g(eccen) m(tricit) m(y) h(is) e(increased.) h
(In) 486 1826 y(what) f(follo) m(ws) g(w) m(e) h(\014x) p
Fm 30 w(\026) p Fv 31 w(equal) f(to) h(the) g(mass) g(of) g(Jupiter,) e
(i.e.) p Fm 31 w(\026) p Fv 25 w(=) d(0) p Fm(:) p Fv(0009552.) 486
1934 y(Moreo) m(v) m(er,) k(w) m(e) f(analyze) g(all) e(resonances) h
(with) f(2) p Fk 26 w(\024) p Fm 25 w(p) p Fk 25 w(\024) p
Fv 25 w(9) i(and) e(1) p Fk 26 w(\024) p Fm 25 w(q) p
Fk 28 w(\024) p Fv 25 w(5) i(and) 486 2042 y(w) m(e) h(add) g(the) h
(further) e(constrain) m(t) h(that) h(4) p Fm(=) p Fv(3) p
Fk 27 w(\024) p Fm 25 w(p=q) p Fk 28 w(\024) p Fv 25
w(5.) 602 2150 y(F) -8 b(or) 38 b(eac) m(h) h(of) e(the) h(t) m(w) m(o)
h(families) c(of) j(p) s(erio) s(dic) d(orbits) h(with) g(frequency) p
Fm 37 w(p=q) p Fv 486 2258 a(w) m(e) h(compute) g(the) g(linear) e
(stabilit) m(y) g(through) h(the) h(trace) h(of) f(the) g(mono) s(drom)
m(y) 486 2366 y(matrix) j(pro) 5 b(jected) 41 b(on) f(the) h(P) m
(oincar) m(\023) -43 b(e) 43 b(surface) d(of) h(section,) g(as) g
(explained) e(in) 486 2474 y(subsection) 30 b(2.4.) i(The) f(linear) e
(stabilit) m(y) h(is) h(analyzed) g(with) e(resp) s(ect) j(to) g(the) f
(a) m(v-) 486 2582 y(erage) e(eccen) m(tricit) m(y) g(de\014ned) d(in) h
(Eq.) h(2.) h(Mark) m(ed) f(di\013erences) f(can) i(b) s(e) e(observ) m
(ed) 486 2690 y(as) j(a) h(function) e(of) i(the) f(frequency) p
Fm 30 w(p=q) p Fv 3 w(.) 602 2798 y(Let) 36 b(us) g(examine) g(in) f
(more) h(detail) f(the) h(stabilit) m(y) f(results.) g(The) h(t) m(w) m
(o) i(fami-) 486 2906 y(lies) d(asso) s(ciated) j(to) p
Fm 37 w(n=n) p Fl 1361 2873 a(0) p Fv 1420 2906 a(=) e(2) p
Fm(=) p Fv(1,) j(4/1,) f(3/2,) g(5/2,) h(7/2,) f(9/2) h(sho) m(w) d(a) i
(similar) 486 3014 y(b) s(eha) m(viour,) 27 b(since) h(one) h(p) s
(erio) s(dic) d(orbit) i(\(the) h(one) g(denoted) g(I) g(p.o.) g(in) e
(T) -8 b(able) 29 b(I) s(I\)) 486 3122 y(is) 38 b(stable,) i(while) e
(the) i(other) g(\(I) s(I) f(p.o.\)) h(is) f(unstable.) g(This) f(kind)
f(of) j(result) f(is) 486 3230 y(observ) m(ed) 30 b(for) g(all) f(v) -5
b(alues) 30 b(of) h(the) f(a) m(v) m(erage) j(eccen) m(tricit) m(y) -8
b(.) 602 3337 y(The) 40 b(opp) s(osite) g(b) s(eha) m(viour) g(is) g
(observ) m(ed) h(for) f(the) h(3/1) h(and) f(5/1) h(families,) 486
3445 y(where) h(I) g(p.o.) h(is) f(unstable,) g(while) e(I) s(I) i
(p.o.) h(is) f(stable.) h(W) -8 b(e) 45 b(remark) e(that) h(in) 486
3553 y(some) 31 b(cases) g(w) m(e) g(noticed) g(v) m(ery) g(small) e
(regions) h(of) h(the) g(eccen) m(tricit) m(y) h(where) e(the) 486
3661 y(stabilit) m(y) 21 b(c) m(haracter) j(w) m(as) f(the) g(opp) s
(osite) f(of) h(the) f(o) m(v) m(erall) h(b) s(eha) m(viour) f(observ) m
(ed) g(in) 486 3769 y(the) 31 b(in) m(terv) -5 b(al) p
Fm 31 w(e) p Fk 27 w(2) p Fv 27 w(\(0) p Fm(;) p Fv 15
w(1\).) 34 b(In) c(particular) g(w) m(e) i(refer) f(to) h(the) g
(families) e(asso) s(ciated) 486 3877 y(to) p Fm 40 w(p=q) p
Fv 44 w(=) 41 b(5) p Fm(=) p Fv(1,) g(where) e(a) i(small) d(region) h
(of) h(stabilit) m(y) f(w) m(as) h(found) e(for) i(I) g(p.o.) 486
3985 y(for) p Fm 34 w(e) p Fk 32 w(2) p Fv 31 w(\(0) p
Fm(:) p Fv(766) p Fm(;) p Fv 15 w(0) p Fm(:) p Fv(787\),) g(while) 32
b(instabilit) m(y) g(w) m(as) j(observ) m(ed) f(for) h(I) s(I) e(p.o.) i
(in) e(the) 486 4093 y(in) m(terv) -5 b(al) p Fm 29 w(e) p
Fk 26 w(2) p Fv 25 w(\(0) p Fm(:) p Fv(769) p Fm(;) p
Fv 15 w(0) p Fm(:) p Fv(778\).) 602 4201 y(As) 27 b(w) m(e) g(study) f
(higher) f(order) i(resonances,) g(with) p Fm 26 w(q) p
Fk 28 w(\025) p Fv 25 w(3,) g(the) g(analysis) f(of) h(the) 486
4309 y(stabilit) m(y) h(b) s(ecomes) i(m) m(uc) m(h) g(more) g
(complicated) g(and) f(stable) h(regions) f(alternate) 486
4417 y(with) 22 b(unstable) g(regions) h(as) g(the) h(eccen) m(tricit) m
(y) g(is) f(v) -5 b(aried.) 23 b(In) f(Figure) h(1) h(w) m(e) g(rep) s
(ort) 486 4525 y(a) j(sc) m(hematic) h(picture) e(of) h(the) g
(stabilit) m(y) f(c) m(haracter) j(of) e(the) g(families) e(of) j(p) s
(erio) s(dic) 486 4633 y(orbits) 37 b(with) g(resonance) j(4/3,) g
(5/3,) g(7/3,) g(8/3,) g(7/4,) g(9/4,) g(7/5,) g(8/5,) h(9/5.) f(In) 486
4741 y(Figure) 33 b(1,) p Fm 34 w(S) p Fv 39 w(stands) g(for) g(stable)
h(motion,) p Fm 33 w(U) p Fv 44 w(for) f(unstable) g(motion) g(and) p
Fm 33 w(N) 10 b(D) p Fv 486 4848 a(for) 26 b(the) h(fact) g(that) p
Ff 28 w(no) f(data) p Fv 28 w(w) m(ere) h(a) m(v) -5
b(ailable,) 26 b(in) f(the) i(sense) g(that) g(the) g(computer) p
Fn 1941 5847 a(cchv-r5.tex;) 42 b(27/09/2001;) g(9:54;) e(p.7) p
90 rotate dyy eop
%%Page: 8 8
8 7 bop Fv 486 100 a(8) p Fr 1467 259 a(T) -6 b(able) 57
b(I) r(I) r(I.) 38 b(Appro) n(ximate) 1467 350 y(eccen) n(tricit) n(y)
69 b(leading) g(to) 1467 441 y(collision) p 1467 519
827 4 v 1517 617 a(resonance) p Fq 301 w(e) p Fc 2178
625 a(c) p 1467 682 V Fr 1517 779 a(4/3) 476 b(0.21) 1517
888 y(5/3) g(0.41) 1517 997 y(7/3) g(0.76) 1517 1106
y(8/3) g(0.92) 1517 1216 y(7/4) g(0.45) 1517 1325 y(9/4) g(0.72) 1517
1434 y(7/5) g(0.25) 1517 1543 y(8/5) g(0.37) 1517 1652
y(9/5) g(0.48) p 1467 1716 V Fv 486 2119 a(program) 28
b(w) m(as) h(not) g(able) f(to) i(\014nd) d(the) i(p) s(erio) s(dic) d
(orbit) h(within) f(the) j(preassigned) 486 2227 y(accuracy) 34
b(\(10) p Fl 990 2194 a(\000) p Fh(12) p Fv 1120 2227
a(\).) g(In) e(most) h(cases,) h(the) p Fm 33 w(N) 10
b(D) p Fv 36 w(regions) 32 b(can) h(b) s(e) f(explained) f(b) m(y) 486
2335 y(in) m(v) m(oking) 37 b(close) h(encoun) m(ters) h(with) e
(Jupiter.) f(An) i(appro) m(ximate) g(v) -5 b(alue) 38
b(of) g(the) 486 2443 y(eccen) m(tricit) m(y) i(leading) e(to) i
(collision) d(is) h(pro) m(vided) g(in) g(T) -8 b(able) 38
b(I) s(I) s(I) g(according) h(to) 486 2551 y(Eq.) 30
b(1.) 602 2659 y(A) d(diagram) f(sho) m(wing) g(the) h(trace) h(of) f
(the) g(mono) s(drom) m(y) f(matrix) g(of) h(the) g(P) m(oin-) 486
2767 y(car) m(\023) -43 b(e) 31 b(mapping) e(v) m(ersus) g(the) i(mean)
f(motion) f(ratio) p Fm 31 w(n=n) p Fl 2403 2734 a(0) p
Fv 2455 2767 a(is) g(rep) s(orted) h(in) f(Figure) 486
2875 y(2) 41 b(for) f(v) -5 b(arious) 40 b(v) -5 b(alues) 40
b(of) h(the) h(a) m(v) m(erage) h(eccen) m(tricit) m(y) -8
b(.) 43 b(W) -8 b(e) 42 b(remark) e(that) i(the) 486
2983 y(v) -5 b(alues) 29 b(of) i(the) f(trace) i(tend) e(to) h
(\015atten) g(to) g(2) g(as) p Fm 30 w(n=n) p Fl 2303
2950 a(0) p Fv 2357 2983 a(gets) g(larger.) 486 3230
y(3.2.) p Fj 65 w(Exterior) i(resonances) p Fv 486 3445
a(In) 38 b(the) i(framew) m(ork) f(of) h(the) g(PCR3BP) -8
b(,) 40 b(w) m(e) g(consider) e(the) i(Sun) d(\() p Fm(S) p
Fv 5 w(\),) k(Jupiter) 486 3553 y(\() p Fm(J) p Fv 9
w(\)) 30 b(and) f(a) h(small) e(b) s(o) s(dy) g(\() p
Fm(A) p Fv(\)) j(mo) m(ving) e(outside) g(the) h(circular) e(orbit) h
(de\014ned) f(b) m(y) 486 3661 y(Jupiter.) g(W) -8 b(e) 32
b(\014x) p Fm 30 w(\026) p Fv 25 w(=) 25 b(0) p Fm(:) p
Fv(0009552.) 602 3769 y(Exterior) 35 b(resonances) i(are) f(c) m
(haracterized) i(b) m(y) e(a) g(mean) h(motion) e(ratio) i(less) 486
3877 y(than) 24 b(1;) i(in) d(particular,) h(w) m(e) h(study) f(the) h
(families) e(of) i(p) s(erio) s(dic) e(orbits) h(asso) s(ciated) 486
3985 y(to) p Fm 26 w(p=q) p Fv 28 w(=) h(1) p Fm(=) p
Fv(2,) i(1/3,) h(1/4,) f(2/3,) g(3/4.) h(MCs) d(can) h(again) g(b) s(e)
f(co) s(ded) g(b) m(y) h(the) g(initial) 486 4093 y(p) s(osition) 36
b(of) i(the) h(small) d(b) s(o) s(dy) h(at) i(p) s(ericen) m(ter) f(\()
p Fm(P) 13 b(C) p Fv 7 w(\)) 38 b(or) g(at) h(ap) s(o) s(cen) m(ter) g
(\() p Fm(AC) p Fv 7 w(\)) 486 4201 y(and) 32 b(b) m(y) h(the) h
(initial) c(con\014gurations) p Fm 32 w(S) p Fk 28 w(\000) p
Fm 21 w(J) p Fk 32 w(\000) p Fm 21 w(A) p Fv 34 w(or) p
Fm 33 w(A) p Fk 22 w(\000) p Fm 22 w(S) p Fk 27 w(\000) p
Fm 22 w(J) p Fv 9 w(.) j(W) -8 b(e) 35 b(giv) m(e) e(in) 486
4309 y(T) -8 b(able) 30 b(IV) g(the) g(co) s(des) h(of) f(the) h(MCs.)
602 4417 y(As) k(for) g(in) m(terior) e(resonances,) j(w) m(e) f(can) h
(iden) m(tify) d(t) m(w) m(o) k(families) 32 b(of) k(p) s(erio) s(dic)
486 4525 y(orbits) 29 b(according) h(to) h(the) g(v) -5
b(alues) 30 b(of) p Fm 30 w(p) p Fv 30 w(and) p Fm 30
w(p) p Fk 20 w(\000) p Fm 20 w(q) p Fv 3 w(,) g(as) h(describ) s(ed) d
(in) h(T) -8 b(able) 30 b(I) s(I.) 602 4633 y(As) f(a) h(summary) e(of)
i(our) f(results,) f(w) m(e) i(rep) s(ort) f(in) f(Figure) h(3) h(the) f
(v) -5 b(alue) 29 b(of) h(the) 486 4741 y(trace) 24 b(as) g(a) h
(function) d(of) i(the) g(mean) g(motion) p Fm 23 w(n=n) p
Fl 2169 4708 a(0) p Fv 2216 4741 a(corresp) s(onding) d(to) k(the) f
(ab) s(o) m(v) m(e) 486 4848 y(men) m(tioned) h(c) m(hoice) i(of) p
Fm 27 w(p=q) p Fv 3 w(,) f(for) g(di\013eren) m(t) g(v) -5
b(alues) 25 b(of) i(the) f(a) m(v) m(erage) j(eccen) m(tricit) m(y) -8
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@endspecial Ft 486 5385 a(Figur) l(e) 29 b(2.) p Fr 38
w(Inner) e(orbits:) h(the) f(trace) h(of) h(the) e(mono) r(drom) n(y) e
(matrix) h(v) n(ersus) p Fq 28 w(n=n) p Fb 2868 5354
a(0) p Fr 2918 5385 a(for) j(v) l(arious) 486 5476 y(v) l(alues) 21
b(of) i(the) e(a) n(v) n(erage) h(eccen) n(tricit) n(y) -6
b(.) 22 b(Dashed) f(straigh) n(t) h(lines) g(at) p Fp
22 w(\006) p Fr(2) g(indicate) g(the) f(b) r(oundary) 486
5567 y(of) i(the) f(stabilit) n(y/instabilit) n(y) i(region.) f
(Diamonds) f(corresp) r(ond) h(to) g(I) f(p.o.,) i(while) f(stars) g
(denote) 486 5658 y(I) r(I) i(p.o.) p Fn 1902 5847 a(cchv-r5.tex;) 42
b(27/09/2001;) g(9:54;) e(p.10) p 90 rotate dyy eop
%%Page: 11 11
11 10 bop Fv 3184 100 a(11) p Fr 1290 259 a(T) -6 b(able) 33
b(IV.) 38 b(Numeric) 31 b(co) r(ding) i(of) g(MCs) 1290
350 y(for) 26 b(exterior) g(p) r(erio) r(dic) h(orbits) p
1290 428 1182 4 v 1340 526 a(Con\014guration) 114 b(MC) p
Fq 125 w(l) p Fr 125 w(\001) p Fq(\025) p 1290 591 V
Fr 1340 688 a(PC-SJA) 325 b(00) 143 b(0) 152 b(0) 1340
797 y(PC-ASJ) 325 b(02) 143 b(0) p Fq 148 w(\031) p Fr
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w(Outer) d(orbits:) i(plot) f(of) h(the) e(trace) i(v) n(ersus) e(the) h
(mean) f(motion) g(for) i(di\013eren) n(t) e(v) l(alues) 486
5469 y(of) h(the) f(a) n(v) n(erage) h(eccen) n(tricit) n(y) -6
b(.) 23 b(Dashed) f(straigh) n(t) h(lines) h(at) p Fp
23 w(\006) p Fr(2) e(indicate) h(the) f(b) r(oundary) g(of) h(the) 486
5560 y(stabilit) n(y/instabilit) n(y) f(region.) h(Diamonds) d(corresp)
r(ond) i(to) g(I) f(p.o.,) h(while) g(stars) g(denote) g(I) r(I) e
(p.o.) p Fn 1902 5847 a(cchv-r5.tex;) 42 b(27/09/2001;) g(9:54;) e
(p.12) p 90 rotate dyy eop
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13 12 bop Fv 3184 100 a(13) 486 291 y(a) 36 b(planet,) g(b) s(ecause) g
(the) g(v) -5 b(ariations) 35 b(of) h(the) g(distance) g(from) g(the) g
(Sun) e(will) g(b) s(e) 486 399 y(small,) 39 b(implying) f(that) j(the)
g(v) -5 b(ariations) 40 b(of) h(the) h(climate) e(will) e(b) s(e) j
(also) g(small) 486 506 y(during) 28 b(one) i("y) m(ear".) 602
614 y(Tw) m(o) i(di\013eren) m(t) f(cases) h(will) d(b) s(e) i(in) m(v)
m(estigated:) p Fm 33 w(a) p Fl 2273 581 a(0) p Fm 2324
614 a(>) p Fv 27 w(1) h(A) m(U) g(and) p Fm 31 w(a) p
Fl 2890 581 a(0) p Fm 2941 614 a(<) p Fv 27 w(1) g(A) m(U.) 486
722 y(In) j(the) h(\014rst) g(case) h(the) f(orbit) f(of) i(the) f
(planet) g(\() p Fm(a) p Fv 35 w(=) f(1) h(A) m(U\)) h(is) f(an) g
(inner) e(orbit) 486 830 y(and) i(in) g(the) i(second) f(case) h(it) f
(is) f(an) h(outer) h(orbit.) e(W) -8 b(e) 39 b(will) 34
b(study) j(separately) 486 938 y(these) 30 b(t) m(w) m(o) i(cases,) g
(although) d(they) i(are) g(similar) c(in) j(man) m(y) g(asp) s(ects.)
602 1046 y(W) -8 b(e) 38 b(remark) f(that) h(a) g(mo) s(del) e(with) g
(a) h(circular) f(orbit) g(of) h(Jupiter) f(ma) m(y) i(not) 486
1154 y(b) s(e) e(realistic,) g(as) i(a) g(more) f(realistic) f(mo) s
(del) g(w) m(ould) g(ha) m(v) m(e) j(an) e(elliptic) e(orbit) h(of) 486
1262 y(Jupiter.) 21 b(Ho) m(w) m(ev) m(er,) k(as) e(far) f(as) p
Ff 23 w(instabilit) m(y) p Fv 20 w(is) g(concerned,) h(if) f(the) h
(circular) e(mo) s(del) 486 1370 y(is) 47 b(unstable,) h(then) g(the) g
(elliptic) e(mo) s(del) i(is) f(also) i(unstable.) e(Consequen) m(tly)
-8 b(,) 486 1478 y(the) 48 b(results) f(obtained) h(with) f(a) i
(circular) e(mo) s(del) g(are) i(also) f(v) -5 b(alid) 47
b(for) h(more) 486 1586 y(complicated) 30 b(mo) s(dels.) 486
1829 y(4.2.) p Fj 65 w(Inner) j(orbits,) p Fm 33 w(a) p
Fl 1378 1796 a(0) p Fm 1427 1829 a(>) p Fv 25 w(1) p
Fj 35 w(A) m(U) p Fv 486 2042 a(Let) c(us) f(start) h(with) f(the) h
(unp) s(erturb) s(ed) c(problem) i(\() p Fm(m) p Fi 2330
2056 a(J) p Fv 2405 2042 a(=) e(0\),) k(with) f(Jupiter) f(de-) 486
2150 y(scribing) c(a) k(circular) d(orbit) h(with) f(radius) p
Fm 25 w(a) p Fl 1954 2117 a(0) p Fv 1977 2150 a(.) i(There) f(exists) h
(a) g(family) f(of) h(circular) 486 2258 y(orbits) g(of) i(the) g
(small) e(planet,) i(with) e(semima) 5 b(jor) 27 b(axis) p
Fm 27 w(a) e(<) g(a) p Fl 2575 2225 a(0) p Fv 2599 2258
a(,) j(along) f(whic) m(h) g(the) 486 2366 y(radius) p
Fm 19 w(a) p Fv 20 w(of) 22 b(the) f(planet) f(v) -5
b(aries) 20 b(\(w) m(e) i(k) m(eep) g(the) f(v) -5 b(alue) 20
b(of) p Fm 21 w(a) p Fl 2446 2333 a(0) p Fv 2490 2366
a(\014xed\).) h(Equiv) -5 b(alen) m(tly) d(,) 486 2474
y(the) 29 b(ratio) p Fm 30 w(n=n) p Fl 1013 2441 a(0) p
Fv 1065 2474 a(v) -5 b(aries) 29 b(along) h(the) f(family) -8
b(,) 29 b(appro) m(ximately) g(b) s(et) m(w) m(een) h(v) -5
b(alues) 29 b(1) 486 2582 y(\(close) i(to) g(Jupiter\)) e(and) p
Fk 29 w(1) p Fv 30 w(\(v) m(ery) i(far) g(from) e(Jupiter) g(and) h
(close) g(to) h(the) g(Sun\).) 486 2690 y(When) p Fm
31 w(m) p Fi 832 2704 a(J) p Fv 912 2690 a(is) f(nonzero,) i(the) f(ab)
s(o) m(v) m(e) i(circular) d(orbits) g(of) i(the) f(small) f(planet) h
(are) 486 2798 y(con) m(tin) m(ued) 36 b(as) g(nearly) f(circular) g(p)
s(erio) s(dic) f(orbits) h(in) g(a) p Ff 36 w(syno) s(dic) g(system) p
Fv(.) i(The) 486 2906 y(con) m(tin) m(uation) 30 b(is) f(not) i(p) s
(ossible) d(only) h(at) i(the) g(resonances) g(2/1,) h(3/2) f(...) 602
3014 y(In) 24 b(this) g(study) h(w) m(e) g(will) e(consider) h(nearly) g
(circular) g(orbits) g(of) h(the) g(planet,) g(for) 486
3122 y(a) g(range) h(of) g(v) -5 b(alues) 25 b(of) p
Fm 26 w(n=n) p Fl 1418 3089 a(0) p Fv 1466 3122 a(larger) g(than) g
(2/1.) j(F) -8 b(or) 26 b(smaller) e(v) -5 b(alues) 25
b(of) p Fm 25 w(n=n) p Fl 3100 3089 a(0) p Fv 3149 3122
a(the) 486 3230 y(planet) d(is) g(closer) h(to) h(Jupiter,) d(and) h
(the) i(region) e(is) g(more) h(unstable.) f(In) h(the) g(ab) s(o) m(v)
m(e) 486 3337 y(resonance) j(region,) f(2) p Fm(=) p
Fv(1) p Fm 27 w(<) g(n=n) p Fl 1602 3304 a(0) p Fm 1650
3337 a(<) p Fk 25 w(1) p Fv(,) g(the) h(con) m(tin) m(uation) f(of) h
(an) g(unp) s(erturb) s(ed) 486 3445 y(circular) 32 b(orbit) h(of) h
(the) g(planet) f(to) h(the) g(case) p Fm 35 w(m) p Fi
2142 3459 a(J) p Fm 2222 3445 a(>) p Fv 30 w(0) h(is) d(p) s(ossible.) g
(Therefore,) 486 3553 y(there) 27 b(exists) f(a) i(branc) m(h) e(of) h
(nearly) f(circular) f(orbits) h(of) h(the) g(small) f(planet) g(in) g
(the) 486 3661 y(ab) s(o) m(v) m(e) 31 b(range) g(of) p
Fm 30 w(n=n) p Fl 1249 3628 a(0) p Fv 1272 3661 a(.) 602
3769 y(It) j(can) g(b) s(e) g(pro) m(v) m(en) g(that) h(instabilit) m
(y) d(dev) m(elops) i(only) f(in) g(a) h(region) g(close) g(to) 486
3877 y(the) 28 b(3/1) h(resonance.) g(F) -8 b(or) 29
b(small) e(v) -5 b(alues) 28 b(of) p Fm 28 w(m) p Fi
2089 3891 a(J) p Fv 2166 3877 a(the) g(unstable) f(region) h(is) f
(small,) 486 3985 y(but) e(extends) h(and) g(co) m(v) m(ers) i(a) e
(large) h(part) f(of) g(the) h(phase) f(space) h(as) p
Fm 26 w(m) p Fi 2825 3999 a(J) p Fv 2900 3985 a(increases.) 486
4093 y(F) -8 b(rom) 30 b(the) g(n) m(umerical) f(computations) h(w) m
(e) g(found) f(also) h(that) h(as) p Fm 30 w(m) p Fi
2821 4107 a(J) p Fv 2900 4093 a(increases,) 486 4201
y(the) g(osculating) g(eccen) m(tricit) m(y) i(of) f(the) f("circular")
g(p) s(erio) s(dic) e(orbits) h(is) h(not) h(v) m(ery) 486
4309 y(small.) 41 b(This) g(means) h(that) i(ev) m(en) f(if) e(the) i
(orbit) f(is) g(stable,) g(the) h(v) -5 b(ariations) 42
b(of) 486 4417 y(its) 28 b(eccen) m(tricit) m(y) i(are) g(quite) e
(large,) i(implying) c(large) j(v) -5 b(ariations) 28
b(of) h(the) g(climate) 486 4525 y(during) c(a) i("y) m(ear".) i(This) d
(ma) m(y) i(not) f(b) s(e) g(fa) m(v) m(orable) h(for) f(the) g(dev) m
(elopmen) m(t) h(of) f(life.) 602 4633 y(In) 21 b(Figure) g(4) h(w) m
(e) g(presen) m(t) g(the) g(stabilit) m(y) e(index) h(of) h(v) -5
b(arious) 20 b(families) g(of) i(nearly) 486 4741 y(circular) 33
b(p) s(erio) s(dic) g(orbits) h(of) h(the) g(small) f(planet,) g(in) g
(the) i(rotating) f(frame,) g(for) 486 4848 y(di\013eren) m(t) c(v) -5
b(alues) 32 b(of) p Fm 33 w(\026) p Fk 28 w(\021) p Fm
29 w(m) p Fi 1488 4862 a(J) p Fm 1537 4848 a(=) p Fv(\() p
Fm(m) p Fi 1697 4862 a(S) p Fv 1770 4848 a(+) p Fm 21
w(m) p Fi 1942 4862 a(J) p Fv 1991 4848 a(\).) h(They) f(corresp) s
(ond) f(to) i(the) g(range) p Fn 1902 5847 a(cchv-r5.tex;) 42
b(27/09/2001;) g(9:54;) e(p.13) p 90 rotate dyy eop
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@endspecial Ft 486 1590 a(Figur) l(e) 29 b(4.) p Fr 39
w(The) e(stabilit) n(y) h(index) f(of) h(inner) f(nearly) h(circular) g
(p) r(erio) r(dic) h(orbits,) f(as) g(a) g(function) 486
1681 y(of) c(the) g(mean) f(v) l(alue) h(of) h(the) e(ratio) p
Fq 25 w(n=n) p Fb 1630 1649 a(0) p Fr 1654 1681 a(.) h(As) p
Fq 24 w(\026) p Fr 24 w(increases,) i(the) d(unstable) h(region) h
(increases) g(as) 486 1772 y(w) n(ell,) i(and) e(mo) n(v) n(es) g(to) n
(w) n(ards) h(smaller) g(v) l(alues) g(of) p Fq 26 w(n=n) p
Fb 2038 1740 a(0) p Fr 2062 1772 a(,) g(i.e.) h(closer) f(to) g
(Jupiter.) 1290 3196 y @beginspecial 41 @llx 149 @lly
570 @urx 640 @ury 1417 @rwi 1417 @rhi @setspecial
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16#e0/agrave/aacute/acircumflex/atilde/adieresis/aring/ae/ccedilla
16#e8/egrave/eacute/ecircumflex/edieresis/igrave/iacute/icircumflex/idieresis
16#f0/eth/ntilde/ograve/oacute/ocircumflex/otilde/odieresis/divide
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bd/@eoclip/eoclip ld/eoclip{currentflat{{@eoclip}stopped{@ifl}{exit}ifelse}
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/currentcmykcolor{0 0 0 0}bd/setrgbcolor{rgb2cmyk setcmykcolor}bd
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%%EndDocument
@endspecial Ft 486 1590 a(Figur) l(e) 28 b(6.) p Fr 38
w(The) e(unstable) f(region) i(as) f(a) g(function) g(of) p
Fq 26 w(\026) p Fr 26 w(for) h(outer) f(orbits.) p Fv
486 1857 a(4.3.) p Fj 65 w(Outer) 33 b(orbits,) p Fm
33 w(a) p Fl 1416 1824 a(0) p Fm 1465 1857 a(<) p Fv
25 w(1) p Fm 34 w(AU) p Fv 486 2055 a(The) f(situation) f(is) h
(similar) e(to) k(the) e(previous) g(case) p Fm 33 w(a) p
Fl 2330 2022 a(0) p Fm 2383 2055 a(>) p Fv 29 w(1) h(A) m(U.) g(W) -8
b(e) 34 b(also) f(ha) m(v) m(e) 486 2163 y(a) 41 b(con) m(tin) m(uous) f
(branc) m(h) g(of) h(nearly) f(circular) g(orbits) f(of) i(the) h
(small) d(planet,) h(in) 486 2271 y(the) 31 b(syno) s(dic) f(frame) h
(for) h(the) f(range) h(of) g(v) -5 b(alues) 30 b(of) i(the) g(semima) 5
b(jor) 30 b(axis) h(of) h(the) 486 2379 y(planet) i(b) s(et) m(w) m
(een) p Fm 35 w(a) p Fv 33 w(=) p Fk 33 w(1) p Fv(,) h(and) p
Fm 34 w(a) p Fv 33 w(=) e(1) p Fm(:) p Fv(587) p Fm(a) p
Fl 2078 2346 a(0) p Fv 2103 2379 a(,) i(so) h(that) p
Fm 35 w(n=n) p Fl 2636 2346 a(0) p Fv 2694 2379 a(v) -5
b(aries) 34 b(b) s(et) m(w) m(een) 486 2487 y(the) c(v) -5
b(alues) 29 b(of) h(0) g(and) f(1/2.) i(The) f(con) m(tin) m(uation) f
(from) h(zero) g(mass) g(of) g(Jupiter) e(is) 486 2595
y(p) s(ossible) d(from) p Fm 27 w(n=n) p Fl 1192 2562
a(0) p Fv 1240 2595 a(=) g(0) j(up) f(to) p Fm 28 w(n=n) p
Fl 1801 2562 a(0) p Fv 1849 2595 a(=) e(1) p Fm(=) p
Fv(2.) 30 b(W) -8 b(e) 28 b(will) d(not) j(consider) f(systems) 486
2703 y(b) s(ey) m(ond) i(this) f(frequency) -8 b(,) 30
b(b) s(ecause) g(the) g(planet) f(is) f(close) i(to) h(Jupiter) d(and) h
(large) 486 2810 y(regions) g(of) i(instabilit) m(y) d(dev) m(elop.) 602
2918 y(As) 33 b(in) e(the) j(case) g(of) f(the) g(inner) e(orbits,) h
(it) h(can) g(b) s(e) g(pro) m(v) m(en) g(that) h(instabilit) m(y) 486
3026 y(dev) m(elops) d(only) f(close) h(to) h(the) g(resonance) g(1/3.)
g(The) f(unstable) f(region) h(extends) 486 3134 y(as) j(the) h(v) -5
b(alue) 34 b(of) g(the) h(mass) f(of) h(Jupiter) d(increases.) j(In) e
(Figure) h(6) h(w) m(e) g(plot) f(the) 486 3242 y(b) s(oundaries) 25
b(of) j(the) g(unstable) f(region) g(as) i(a) f(function) f(of) h(the) g
(mean) g(v) -5 b(alue) p Fm 27 w(n=n) p Fl 3252 3209
a(0) p Fv 486 3350 a(along) 28 b(the) g(p) s(erio) s(dic) e(orbit.) h
(This) g(\014gure) g(is) h(similar) d(to) k(Figure) f(5) g(for) g(the) h
(inner) 486 3458 y(orbits.) p Fo 602 3566 a(Remark:) p
Fv 34 w(F) -8 b(rom) 34 b(the) h(ab) s(o) m(v) m(e) g(analysis) e(w) m
(e) i(can) f(deriv) m(e) g(that) h(a) g(planetary) 486
3674 y(system) d(with) g(a) h(large) g(planet) f(ma) m(y) h(ha) m(v) m
(e) h(a) f(stable) g(Earth-lik) m(e) f(planet.) g(More) 486
3782 y(precisely) -8 b(,) 32 b(let) i(the) g(semima) 5
b(jor) 32 b(axis) i(of) f(Jupiter) f(b) s(e) h(equal) g(to) p
Fm 34 w(a) p Fl 2763 3749 a(0) p Fv 2820 3782 a(A) m(U.) i(F) -8
b(or) 34 b(an) 486 3890 y(Earth-lik) m(e) d(planet) g(with) p
Fm 30 w(a) p Fv 28 w(=) d(1) k(A) m(U) g(the) g(ratio) p
Fm 32 w(n=n) p Fl 2349 3857 a(0) p Fv 2404 3890 a(of) g(the) g
(frequencies) f(will) 486 3998 y(b) s(e) p Fm 34 w(n=n) p
Fl 769 3965 a(0) p Fv 824 3998 a(=) h(\() p Fm(a=a) p
Fl 1103 3965 a(0) p Fv 1128 3998 a(\)) p Fh 1163 3965
a(3) p Fi(=) p Fh(2) p Fv 1273 3998 a(.) j(Let) p Fm
35 w(\026) p Fv 35 w(b) s(e) f(the) h(v) -5 b(alue) 34
b(of) h(the) g(mass) f(of) h(Jupiter.) e(F) -8 b(rom) 486
4106 y(Figure) 33 b(5) i(or) f(Figure) g(6) g(w) m(e) h(can) f(\014nd) f
(whether) g(or) i(not) f(an) g(Earth-lik) m(e) g(planet) 486
4214 y(can) c(exist) g(in) f(this) h(system.) 486 4435
y(4.4.) p Fj 65 w(Applica) -6 b(tions) 32 b(to) i(ex) n(osolar) e
(systems) p Fv 486 4633 a(W) -8 b(e) 40 b(will) c(apply) h(no) m(w) i
(the) g(previous) e(study) h(to) h(the) g(p) s(ossibilit) m(y) d(of) j
(existence) 486 4741 y(of) k(Earth-lik) m(e) g(planets) f(in) g(some) i
(recen) m(tly) f(disco) m(v) m(ered) h(exosolar) g(planetary) 486
4848 y(systems.) c(W) -8 b(e) 42 b(ha) m(v) m(e) g(selected) f(four) f
(suc) m(h) h(systems,) g(where) f(the) h(eccen) m(tricit) m(y) p
Fn 1902 5847 a(cchv-r5.tex;) h(27/09/2001;) g(9:54;) e(p.15) p
90 rotate dyy eop
%%Page: 16 16
16 15 bop Fv 486 100 a(16) 486 291 y(of) 30 b(the) g(ma) 5
b(jor) 29 b(planet,) h(whic) m(h) f(w) m(e) h(shall) e(call) h
("Jupiter",) g(is) g(close) h(to) h(zero.) g(W) -8 b(e) 486
399 y(de\014ne) 23 b(as) p Fd 25 w(Earth-like) 28 b(planet) p
Fv 26 w(a) d(planet) f(whose) h(distance) f(from) g(the) h(star,) g
(whic) m(h) 486 506 y(w) m(e) 31 b(shall) e(call) h("Sun",) g(is) f
(equal) i(to) g(1) g(A) m(U.) h(In) e(t) m(w) m(o) i(of) e(the) h(ab) s
(o) m(v) m(e) h(systems) f(the) 486 614 y(semima) 5 b(jor) 35
b(axis) h(of) g("Jupiter") g(is) f(smaller) g(than) h(1) h(A) m(U,) g
(whic) m(h) e(means) h(that) 486 722 y(the) g(Earth-lik) m(e) h(planet)
f(is) f(an) i(outer) g(planet.) f(In) g(the) h(other) g(three) g(cases)
h(the) 486 830 y(semima) 5 b(jor) 26 b(axis) h(of) h("Jupiter") e(is) h
(larger) g(than) g(1) h(A) m(U,) g(whic) m(h) e(means) i(that) g(the)
486 938 y(Earth-lik) m(e) h(planet) h(is) f(an) i(inner) d(planet.) p
Fk 523 1152 a(\000) p Fv 73 w(DH168746) 667 1260 y(W) -8
b(e) 28 b(ha) m(v) m(e) p Fm 27 w(M) p Fv 26 w(sin) p
Fm 13 w(i) p Fv 26 w(=) d(0) p Fm(:) p Fv(24) p Fm(M) p
Fi 1666 1274 a(J) p Fv 1717 1260 a(,) p Fm 26 w(P) p
Fv 13 w(=6.409) j(d,) p Fm 26 w(a) p Fv 25 w(=) d(0) p
Fm(:) p Fv(066) j(A) m(U,) p Fm 28 w(e) p Fv(=0,) f(where) p
Fm 667 1368 a(P) p Fv 42 w(is) g(the) i(orbital) e(p) s(erio) s(d.) f
(The) i(corresp) s(onding) e(resonance) j(of) g(a) f(p) s(ossible) 667
1476 y(Earth-lik) m(e) 36 b(planet) f(w) m(ould) g(b) s(e) h(equal) g
(to) p Fm 37 w(n=n) p Fl 2301 1443 a(0) p Fv 2358 1476
a(=) f(57,) i(and) f(the) g(v) -5 b(alue) 36 b(of) p
Fm 667 1584 a(\026) p Fv 33 w(is) d(larger) g(than) f(0.0003) k
(\(assuming) c(the) i(mass) f(of) g(the) h("Sun") e(is) g(equal) 667
1692 y(to) k(0.92) g(Solar) f(mass\).) g(F) -8 b(rom) 35
b(Figure) g(6) g(w) m(e) g(see) h(that) f(it) g(is) f(w) m(ell) g
(outside) 667 1800 y(the) 45 b(unstable) e(region.) h(So,) g(as) g(far)
g(as) h(the) f(stabilit) m(y) f(of) h(the) g(planet) g(is) 667
1907 y(concerned,) 31 b(an) f(outer) h(Earth-lik) m(e) f(planet) g
(could) f(exist.) p Fk 523 2096 a(\000) p Fv 73 w(GI86\(HD13455\)) 667
2204 y(W) -8 b(e) 33 b(ha) m(v) m(e) p Fm 33 w(M) p Fv
25 w(sin) p Fm 14 w(i) p Fv 28 w(=) 27 b(4) p Fm(M) p
Fi 1566 2218 a(J) p Fv 1615 2204 a(,) p Fm 32 w(P) p
Fv 13 w(=15.78) 33 b(d,) p Fm 32 w(a) p Fv(=0.11) f(A) m(U,) p
Fm 33 w(e) p Fv(=0.04) h(\(Han) f(et) 667 2312 y(al.) j(\(2000\)\).) j
(The) c(corresp) s(onding) f(resonance) i(of) g(a) g(p) s(ossible) e
(Earth-lik) m(e) 667 2420 y(planet) i(w) m(ould) e(b) s(e) h(equal) h
(to) p Fm 35 w(n=n) p Fl 1862 2387 a(0) p Fv 1918 2420
a(=) d(23,) k(and) f(the) g(v) -5 b(alue) 34 b(of) p
Fm 35 w(\026) p Fv 34 w(is) g(larger) 667 2528 y(than) 29
b(0.005) h(\(assuming) e(the) h(mass) f(of) h(the) g("Sun") f(is) f
(equal) h(to) i(0.79) g(Solar) 667 2636 y(mass\).) 37
b(F) -8 b(rom) 37 b(Figure) f(6) h(w) m(e) g(see) g(that) h(it) e(is) f
(w) m(ell) h(outside) g(the) g(unstable) 667 2744 y(region.) k(So,) f
(as) h(far) g(as) f(the) h(stabilit) m(y) e(of) i(the) g(planet) f(is) f
(concerned,) i(an) 667 2852 y(outer) 31 b(Earth-lik) m(e) f(planet) g
(could) f(exist.) p Fk 523 3041 a(\000) p Fv 73 w(47UMab) 667
3149 y(W) -8 b(e) 25 b(ha) m(v) m(e) p Fm 24 w(M) p Fv
26 w(sin) p Fm 13 w(i) p Fv 26 w(=) g(2) p Fm(:) p Fv(54) p
Fm(M) p Fi 1660 3163 a(J) p Fv 1711 3149 a(,) p Fm 23
w(P) p Fv 13 w(=1089.0) g(d,) p Fm 23 w(a) p Fv(=2.09) g(A) m(U,) p
Fm 24 w(e) p Fv(=0.06) g(\(But-) 667 3257 y(ler) k(and) h(Marcy) g
(\(1996\)\).) j(The) d(corresp) s(onding) e(resonance) i(of) g(a) g(p) s
(ossible) 667 3364 y(inner) 37 b(Earth-lik) m(e) h(planet) g(w) m(ould)
f(b) s(e) h(equal) g(to) p Fm 39 w(n=n) p Fl 2555 3331
a(0) p Fv 2616 3364 a(=) h(2) p Fm(:) p Fv(98,) h(i.e.) f(v) m(ery) 667
3472 y(close) 22 b(to) h(the) f(unstable) f(resonance) h(3/1) h(and) e
(the) h(v) -5 b(alue) 21 b(of) p Fm 22 w(\026) p Fv 22
w(is) g(larger) g(than) 667 3580 y(0.003) 35 b(\(assuming) c(the) h
(mass) h(of) f(the) h("Sun") e(is) g(equal) h(to) h(1) g(Solar) f
(mass\).) 667 3688 y(F) -8 b(rom) 38 b(Figure) e(5) h(w) m(e) h(see) f
(that) g(an) g(Earth-lik) m(e) f(planet) h(w) m(ould) e(b) s(e) h(in) g
(the) 667 3796 y(3/1) 23 b(unstable) d(zone,) j(whic) m(h) d(in) g
(fact) j(is) d(the) i(corresp) s(onding) d(3/1) k(Kirkw) m(o) s(o) s(d)
667 3904 y(gap.) 30 b(Since) e(the) h(mass) f(of) h("Jupiter") f(is) g
(larger) h(than) f(that) i(of) f(the) g(Jupiter) 667
4012 y(of) g(our) e(Solar) h(System,) g(the) g(instabilit) m(y) e(is) h
(stronger.) h(Consequen) m(tly) -8 b(,) 28 b(it) g(is) 667
4120 y(not) 33 b(lik) m(ely) e(that) i(an) f(Earth-lik) m(e) g(planet) g
(could) g(surviv) m(e) f(in) g(this) h(exosolar) 667
4228 y(system.) p Fk 523 4417 a(\000) p Fv 73 w(HD10697) 667
4525 y(W) -8 b(e) 32 b(ha) m(v) m(e) p Fm 32 w(M) p Fv
26 w(sin) p Fm 13 w(i) p Fv 27 w(=) 25 b(6) p Fm(:) p
Fv(59) p Fm(M) p Fi 1676 4539 a(J) p Fv 1727 4525 a(,) p
Fm 31 w(P) p Fv 13 w(=1093.0) 33 b(d,) p Fm 31 w(a) p
Fv(=2.0) e(A) m(U,) p Fm 32 w(e) p Fv(=0.12) i(\(Han) 667
4633 y(et) f(al.) e(\(2000\),) j(Zuc) m(k) m(er) e(and) f(Mazeh) i
(\(2000\)\).) i(The) c(corresp) s(onding) e(reso-) 667
4741 y(nance) 21 b(of) f(a) h(p) s(ossible) d(Earth-lik) m(e) i(planet)
f(w) m(ould) h(b) s(e) f(equal) h(to) p Fm 21 w(n=n) p
Fl 2944 4708 a(0) p Fv 2992 4741 a(=) 25 b(2) p Fm(:) p
Fv(99,) 667 4848 y(i.e.) 32 b(v) m(ery) g(close) f(to) h(the) g
(unstable) e(resonance) i(3/1) g(and) f(the) h(v) -5
b(alue) 30 b(of) p Fm 32 w(\026) p Fv 31 w(is) p Fn 1902
5847 a(cchv-r5.tex;) 42 b(27/09/2001;) g(9:54;) e(p.16) p
90 rotate dyy eop
%%Page: 17 17
17 16 bop Fv 3184 100 a(17) 667 291 y(larger) 30 b(than) g(0.006) j
(\(assuming) c(the) h(mass) g(of) h(the) f("Sun") g(is) f(equal) h(to) h
(1.1) 667 399 y(Solar) 25 b(mass\).) h(F) -8 b(rom) 26
b(Figure) f(5) h(w) m(e) g(see) h(that) f(an) f(Earth-lik) m(e) g
(planet) g(w) m(ould) 667 506 y(b) s(e) g(in) g(the) h(3/1) h(unstable)
d(zone,) j(whic) m(h) d(in) h(fact) h(is) f(the) h(corresp) s(onding) e
(3/1) 667 614 y(Kirkw) m(o) s(o) s(d) i(gap.) j(Since) d(the) i(mass) g
(of) g(the) g(Jupiter) e(of) i("Jupiter") f(is) f(larger) 667
722 y(than) 33 b(that) g(of) g(our) f(Solar) f(System,) i(the) g
(instabilit) m(y) d(is) h(stronger.) i(On) f(the) 667
830 y(other) f(hand,) f(the) g(eccen) m(tricit) m(y) i(of) e("Jupiter")
g(is) g(not) g(v) m(ery) h(close) g(to) g(zero,) 667
938 y(but) i(this) g(is) g(exp) s(ected) h(to) h(mak) m(e) g(stronger) f
(the) g(instabilit) m(y) d(obtained) i(b) m(y) 667 1046
y(the) e(circular) e(restricted) h(three-b) s(o) s(dy) g(problem) f
(appro) m(ximation.) h(Conse-) 667 1154 y(quen) m(tly) -8
b(,) 33 b(it) f(is) g(not) h(lik) m(ely) e(that) i(an) f(Earth-lik) m
(e) g(planet) g(could) g(surviv) m(e) f(in) 667 1262
y(this) f(exosolar) g(system.) p Fo 1446 1699 a(Ac) m(kno) m(wledgemen)
m(ts) p Fv 486 1919 a(The) 44 b(results) g(on) g(the) h(in) m(terior) f
(resonances) h(\(section) h(3.1\)) g(are) f(part) g(of) g(the) 486
2027 y(master) 30 b(thesis) g(b) m(y) g(A.) h(Chessa.) p
Fo 1635 2464 a(References) p Fr 486 2667 a(Arnol'd) d(V.I.:) p
Fa 29 w(Pro) r(of) i(of) g(a) f(Theorem) g(b) n(y) e(A.N.) i(Kolmogoro)
n(v) g(on) g(the) f(in) n(v) l(ariance) h(of) g(quasi-) 602
2758 y(p) r(erio) r(dic) 37 b(motions) f(under) g(small) h(p) r
(erturbations) f(of) h(the) f(Hamiltonian) p Fr(,) h(Russ.) f(Math.) 602
2848 y(Surv) n(eys) p Fs(18) p Fr(,) 25 b(9) h(\(1963\)) 486
2939 y(Butler) f(R.P) -6 b(.,) 26 b(Marcy) f(G.W.:) p
Fa 27 w(A) f(planet) h(orbiting) h(47Uma) p Fr(,) f(Astroph) n(ys.) g
(J.) p Fs 26 w(464) p Fr(,) h(L153-L156) 602 3030 y(\(1996\)) 486
3121 y(Hadjidemetriou) i(J.D.:) p Fa 30 w(Algebraic) i(mappings) f
(near) g(a) g(resonance) h(with) g(an) f(application) h(to) 602
3212 y(asteroid) 38 b(motion) p Fr(,) f(in:) h(Long-term) e(dynamical) h
(b) r(eha) n(viour) g(of) h(natural) g(and) f(arti\014cial) 602
3303 y(N-b) r(o) r(dy) 24 b(systems,) h(A.E.) i(Ro) n(y) d(ed.,) j
(257-276) g(\(1988\)) 486 3394 y(Hadjidemetriou) k(J.D.:) p
Fa 32 w(The) g(elliptic) i(restricted) f(problem) e(at) i(the) f(3:1) h
(resonance) p Fr(,) g(Celest.) 602 3485 y(Mec) n(h.) 26
b(&) f(Dynam.) f(Astron.) p Fs 26 w(53) p Fr(,) j(151-183) g(\(1992\))
486 3576 y(Hadjidemetriou) 20 b(J.D.:) p Fa 22 w(Symplectic) g
(mappings) p Fr(,) g(Dynamics,) h(Ephemerids) f(and) g(Astrometry) 602
3667 y(of) 26 b(the) g(Solar) g(System,) e(IA) n(U,) h(255-266) j
(\(1996\)) 486 3758 y(Hadjidemetriou) g(J.D.,) h(Ic) n(h) n(tiaroglou) g
(S.:) p Fa 29 w(A) f(qualitativ) n(e) h(study) e(of) i(the) f(Kirkw) n
(o) r(o) r(d) h(gaps) g(in) 602 3848 y(the) c(asteroids) p
Fr(,) i(Astron.) f(Astroph) n(ys.) p Fs 25 w(131) p Fr(,) h(20-31) g
(\(1984\)) 486 3939 y(Han) 44 b(I.,) i(Blac) n(k) g(D.,) g(Gatew) n(o) r
(o) r(d) h(G.:) p Fa 46 w(Preliminary) e(astrometric) h(masses) g(for) g
(prop) r(osed) 602 4030 y(extrasolar) 27 b(panetary) e(companions) p
Fr(,) h(Astroph) n(ys.) f(J.) p Fs 27 w(548) p Fr(,) h(L57-L60) h
(\(2000\)) 486 4121 y(Kolmogoro) n(v) 18 b(A.N.:) p Fa
19 w(On) f(the) h(conserv) l(ation) h(of) g(conditionally) h(p) r(erio)
r(dic) f(motions) f(under) g(small) 602 4212 y(p) r(erturbation) 25
b(of) i(the) e(Hamiltonian) p Fr(,) h(Dokl.) g(Ak) l(ad.) f(Nauk.) g
(SSR) p Fs 24 w(98) p Fr(,) h(469) h(\(1954\)) 486 4303
y(Moser) 36 b(J.:) p Fa 36 w(On) f(in) n(v) l(arian) n(t) g(curv) n(es)
g(of) h(area-preserving) g(mappings) f(of) h(an) f(ann) n(ulus) p
Fr(,) g(Nac) n(h.) 602 4394 y(Ak) l(ad.) 25 b(Wiss.) h(G\177) -38
b(ottingen,) 27 b(Math.) f(Ph) n(ys.) g(Kl.) g(I) r(I) p
Fs 25 w(1) p Fr(,) g(1) g(\(1962\)) 486 4485 y(P) n(oincar) n(\023) -36
b(e) 32 b(H.:) p Fa 30 w(Les) g(M) n(\023) -36 b(etho) r(des) 31
b(Nouv) n(elles) g(de) g(la) g(M) n(\023) -36 b(ec) n(hanique) 31
b(C) n(\023) -36 b(eleste) p Fr(,) 32 b(Gauthier) f(Villars,) 602
4576 y(P) n(aris) c(\(1892\)) 486 4667 y(Ro) n(y) h(A.E.,) i(Ov) n
(enden) e(M.W.:) p Fa 31 w(On) g(the) h(o) r(ccurrence) h(of) g
(commensurable) e(mean) h(motions) g(in) 602 4758 y(the) h(Solar) i
(System.) d(I) r(I) h(The) h(mirror) g(theorem) p Fr(,) f(Mon.) h(Not.)
g(R.) f(astron.) i(So) r(c.) p Fs 31 w(115) p Fr(,) g(296) 602
4848 y(\(1955\)) p Fn 1902 5847 a(cchv-r5.tex;) 42 b(27/09/2001;) g
(9:54;) e(p.17) p 90 rotate dyy eop
%%Page: 18 18
18 17 bop Fv 486 100 a(18) p Fr 486 291 a(Szeb) r(ehely) 25
b(V.:) p Fa 26 w(Theory) g(of) i(orbits) p Fr(,) f(Academic) f(Press,) i
(New) f(Y) -6 b(ork) 25 b(and) g(London) h(\(1967\)) 486
381 y(V) -6 b(alsecc) n(hi) 29 b(G.B.,) i(P) n(erozzi) g(E.,) f(Ro) n
(y) e(A.E.,) i(Stev) n(es) f(B.A.:) p Fa 30 w(P) n(erio) r(dic) i
(orbits) e(close) i(to) e(that) g(of) 602 472 y(the) c(Mo) r(on) p
Fr(,) i(Astron.) f(Astroph) n(ys.) p Fs 25 w(271) p Fr(,) g(308-314) i
(\(1993\)) 486 563 y(Win) n(ter) 21 b(O.C.,) h(Murra) n(y) f(C.D.:) p
Fa 22 w(Resonance) h(and) f(Chaos.) i(I.) e(First-order) h(in) n
(terior) g(resonances) p Fr(,) 602 654 y(Astron.) k(Astroph) n(ys.) p
Fs 25 w(319) p Fr(,) g(290-304) i(\(1997\)) 486 745 y(Win) n(ter) 41
b(O.C.,) h(Murra) n(y) f(C.D.:) p Fa 42 w(Resonance) h(and) f(Chaos.) h
(I) r(I.) f(Exterior) h(resonances) g(and) 602 836 y(asymmetric) 24
b(libration) p Fr(,) j(Astron.) f(Astroph) n(ys.) p Fs
25 w(328) p Fr(,) h(399-408) g(\(1997\)) g(Z) 486 927
y(Zuc) n(k) n(er) c(S.,) i(Mazeh) h(T.:) p Fa 26 w(Analysis) f(of) g
(the) g(Hipparcos) g(measurmen) n(ts) e(of) j(HD10697) g(-) e(A) g
(mass) 602 1018 y(determination) h(of) h(a) g(bro) n(wn-dw) n(arf) h
(secondary) p Fr(,) f(Astroph) n(ys.) f(J.) p Fs 26 w(531) p
Fr(,) i(L67-L69) g(\(2000\)) p Fn 1902 5847 a(cchv-r5.tex;) 42
b(27/09/2001;) g(9:54;) e(p.18) p 90 rotate dyy eop
%%Trailer
end
userdict /end-hook known{end-hook}if
%%EOF
