/
ReturnFromMoonTests.cs
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/
ReturnFromMoonTests.cs
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using System;
using AssertExtensions;
using MechJebLib.Core;
using MechJebLib.Core.TwoBody;
using MechJebLib.Maneuvers;
using MechJebLib.Primitives;
using Xunit;
using Xunit.Abstractions;
namespace MechJebLibTest.ManeuversTests
{
public class ReturnFromMoonTests
{
private readonly ITestOutputHelper _testOutputHelper;
public ReturnFromMoonTests(ITestOutputHelper testOutputHelper)
{
_testOutputHelper = testOutputHelper;
}
[Fact]
private void NextManeuverToReturnFromMoonTest()
{
// this forces JIT compilation(?) of the SQL solver which takes ~250ms
ChangeOrbitalElement.ChangePeriapsis(1.0, new V3(1, 0, 0), new V3(0, 1.0, 0), 1.0);
// Logger.Register(o => _testOutputHelper.WriteLine((string)o));
double centralMu = 398600435436096;
double moonMu = 4902800066163.8;
var moonR0 = new V3(325420116.073166, -166367503.579338, -138858150.96145);
var moonV0 = new V3(577.012296778094, 761.848508254181, 297.464594270612);
double moonSOI = 66167158.6569544;
var r0 = new V3(4198676.73768844, 5187520.71497923, -3.29371833446352);
var v0 = new V3(-666.230112925872, 539.234048888927, 0.000277598267012666);
double peR = 6.3781e6 + 60000; // 60km
// this test periodically just fails, although its about 1-in-150 right now
for (int i = 0; i < 1; i++)
{
var random = new Random();
r0 = new V3(6616710 * random.NextDouble() - 3308350, 6616710 * random.NextDouble() - 3308350,
6616710 * random.NextDouble() - 3308350);
v0 = new V3(2000 * random.NextDouble() - 1000, 2000 * random.NextDouble() - 1000, 2000 * random.NextDouble() - 1000);
// skip if its already an escape orbit
if (Maths.EccFromStateVectors(moonMu, r0, v0) > 1 ||
Maths.ApoapsisFromStateVectors(moonMu, r0, v0) > moonSOI)
continue;
/*
r0 = new V3(3033960.04435434, -538512.74449519, -1569171.01639252);
v0 = new V3(344.550626047212, -973.108221764261, 907.813925253141);
r0 = new V3(-23744.6019871556, -935848.195057236, -2970820.75826717);
v0 = new V3(-511.683969531061, -141.692448007731, 975.982327934346);
r0 = new V3(-1358340.16497667, -2896749.43027493, -2706207.90479207);
v0 = new V3(774.176044284448, -468.922061598358, -642.571722922182);
r0 = new V3(-2370135.82005065, -78770.3300753334, 504857.052794559);
v0 = new V3(-735.735041897621, -590.266316007015, -137.364944041411);
r0 = new V3(1922287.76973033, 1688857.60199125, -1128186.04080648);
v0 = new V3(-644.272529354446, 90.1035308326145, -74.2516010414118);
r0 = new V3(1448096.6091073, 2242802.60448088, 593799.176165359);
v0 = new V3(316.818652356425, -684.168486708854, -453.106628476226);
r0 = new V3(72567.8252483425, -1202508.27881747, 995820.818247795);
v0 = new V3(733.61121478193, -501.358138165138, -26.4032981481417);
r0 = new V3(1105140.06213014, -8431008.05414815, -4729658.84487529);
v0 = new V3(-293.374690393787, -1173.3597686151, -411.755491683683);
*/
_testOutputHelper.WriteLine($"iteration: {i}");
(V3 dv, double dt, double newPeR) =
ReturnFromMoon.NextManeuver(398600435436096, 4902800066163.8, moonR0, moonV0, 66167158.6569544, r0, v0, peR, 0, 0);
(V3 r1, V3 v1) = Shepperd.Solve(moonMu, dt, r0, v0);
double tt1 = Maths.TimeToNextRadius(moonMu, r1, v1 + dv, moonSOI);
(V3 r2, V3 v2) = Shepperd.Solve(moonMu, tt1, r1, v1 + dv);
(V3 moonR2, V3 moonV2) = Shepperd.Solve(centralMu, dt + tt1, moonR0, moonV0);
V3 r3 = moonR2 + r2;
V3 v3 = moonV2 + v2;
_testOutputHelper.WriteLine($"periapsis: {Maths.PeriapsisFromStateVectors(centralMu, r3, v3)}");
Maths.PeriapsisFromStateVectors(centralMu, r3, v3).ShouldEqual(peR, 1e-3);
newPeR.ShouldEqual(peR, 1e-3);
}
}
}
}