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The Three Trojan Problem 5th Austrio-Hungarian Workshop April, 9th – April, 10th Vienna Observatory
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The five Lagrange points SUN + JUPITER
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Equilibrium point L_4
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What happens when we have not only 2 equilibrium points but several– a whole ring of celestial bodies around a central body?
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Full cercles –stable orbits 2 3 4 5 6
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7 8 9
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1 m_E 100 m_E Libration around ‚L_4‘
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1000 M_E 1600 M_E Libration around ‚L_4‘
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6 M_E 60 M_E Libration Libration Initial distance from central Trojan
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pp a=a+0.01 a=a+0.02
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a=a-0.01 a=a-0.02
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a=a+0.01 a=a-0.01 a=a+0.02 a=a-0.02
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JJJ Three equal masses Extension to very large masses 1500 = 5 M_Jup
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EJE Two equal masses Extension to very large masses 1500 = 5 M_Jup
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Conclusions Stable region around equilibrium points a=a+/-0.02 m<1500 m_E Libration for L_4 for l<~100deg Ongoing study: Mass ratios different a=a+/-0.0? Inclinations?
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