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- rOrb[t_] =
- {-1769.42 - 5230.58 Cos[0.0001 t] - 536.31 Sin[0.0001 t],
- 1233.56 - 6233.56 Cos[0.0001 t] + 4499.51 Sin[0.0001 t],
- 4187.62 + 5812.38 Cos[0.0001 t]};
- T[t_] := Simplify[ rOrb'[t] / Norm[ rOrb'[t] ], t ϵ Reals];
- vOrb[t_] := D[rOrb[t], t];
- vdust[x_, y_, z_] :=
- 1.7 {E^(-4 10^(-8) x^2), E^(-4 10^(-8) y^2), e^(-1.6 10^(-9) z^2)};
- ρdust = 2 10^-6;
- NIntegrate[((vOrb[t] - vdust[rOrb[t]]).T[t]) ρdust rOrb[t], {t,
- 0, 20000 π}]
- vdust[{x_, y_, z_}] := 1.7 {E^(-4 10^(-8) x^2), E^(-4 10^(-8) y^2),
- E^(-1.6 10^(-9) z^2)};
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