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Rotate 19_03_2020.cs
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Rotate 19_03_2020.cs
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using System.Collections;
using System.Collections.Generic;
using UnityEngine;
using UnityEngine.UI;
public class Rotate : MonoBehaviour
{
public GameObject Earth;
public GameObject Pluto;
public GameObject Sun;
public GameObject Sun_For_Earth;
//Данные для Земли
public float a; //Большая полуось
public float b; //Малая полуось
public float c; //Полуось, что идёт по оси Z в эллипсоиде
public float vp; //скорость планеты в перигелии (ближ. точка)
public float r; //√(x*x+y*y+z*z)
public float R; //радиус перигелия
public float f = 0;
public float f1;
public float f2;
public float massSun = 1.9885f * Mathf.Pow(10,30);
public float massEarth = 5.9726f * Mathf.Pow(10,24);
public float G = 6.67f * Mathf.Pow(10,-11); //гравитационная постоянная
public float h1;
public float h = 0.0001f; //начальное h
public float hi; //значение приращения времени в i-той итерации
public float a1;
public float rSred;
public float vtSred;
public float e; // угловое ускорение
public float PrirHi; //Δhi
public float PrirTi; //Δti
public float vrSred;
public float TSred1;
public float TSred2;
public float bhi;
public float EPS;
public float distance;
public float orbitalPeriod;
public float X1;
public float Y1;
public float Z1;
//Данные для Плутона
public float a_Pluton; //Большая полуось
public float b_Pluton; //Малая полуось
public float c_Pluton;
public float vp_Pluton; //скорость планеты в перигелии (ближ. точка)
public float r_Pluton; //√(x*x+y*y+z*z)
public float r1_Pluton;
public float r2_Pluton;
public float R_Pluton; //радиус перигелия
public float f_Pluton = 0;
public float f1_Pluton;
public float f2_Pluton;
public float massPluto;
public float h1_Pluton;
public float hi_Pluton; //значение приращения времени в i-той итерации
public float a1_Pluton;
public float rSred_Pluton;
public float rSred1_Pluton;
public float rSred2_Pluton;
public float vtSred_Pluton;
public float wRSred;
public float e_Pluton; // угловое ускорение
public float PrirHi_Pluton; //Δhi
public float PrirTi_Pluton; //Δti
public float vrSred_Pluton;
public float bhi_Pluton;
public float EPS_Pluton;
public float distance_Pluton;
public float orbitalPeriod_Pluton;
public float X1_Pluton;
public float Y1_Pluton;
public float X2_Pluton;
public float Y2_Pluton;
public float Z_Pluton;
public int scaleParameter = 30;
// Start is called before the first frame update
void Start()
{
EarthModelStart();
PlutoModelStart();
}
// Update is called once per frame
void Update()
{
EarthModel();
PlutoModel();
}
float TfSred(float f, float a1)
{
float tSred = (((a1 + 1) * Mathf.Abs(Mathf.Sin(f))) / ((2 * a1) * (((a1 + 1) * Mathf.Cos(f)) - a1))) + (a1 * (Mathf.Asin((a1 + 1 - (a1 * Mathf.Cos(f))) / (((a1 + 1) * Mathf.Cos(f)) - a1)) - (Mathf.PI/2)) / Mathf.Pow((-2 * a1) - 1, 3 / 2));
//Debug.Log("tSred = " + tSred);
return tSred;
}
float TrSred(float rSred, float a1, float vrSred)
{
float tSred = ((rSred * Mathf.Abs(vrSred)) / ((2 * a1) + 1)) - ((a1 * ((Mathf.PI / 2) + Mathf.Asin((((2 * a1 + 1) * rSred) - a1) / (a1 - 1)))) / Mathf.Pow((-2 * a1) - 1, 1.5f));
return tSred;
}
void PlutoModelStart()
{
f_Pluton = 0;
a_Pluton = 39.482117f;
b_Pluton = a_Pluton * Mathf.Sqrt(1 - Mathf.Pow(0.2488273f, 2));
c_Pluton = 11.1189074357f;
h = 0.0001f;
orbitalPeriod_Pluton = 90553.02f * 24f * 3600f;
r_Pluton = 5.9064406f * Mathf.Pow(10, 12); //В а.е. = 39.482117f
G = 6.67f * Mathf.Pow(10, -11);
massSun = 1.9885f * Mathf.Pow(10, 30);
massPluto = 1.303f * Mathf.Pow(10, 22);
R_Pluton = (1 - 0.2488273f) * 5906440606.29f;//
h1_Pluton = -G * (massSun + massPluto);
a1_Pluton = h1_Pluton / (R_Pluton * Mathf.Pow(1726.6724904f, 2)); //Vp = 29813979130.6f - старое значение
//Debug.Log("a1_Pluton = " + a1_Pluton);
vp_Pluton = 1726.6724904f;
rSred_Pluton = 1.6621161561f; //rSred_Pluton = r_Pluton / R_Pluton;
hi_Pluton = h;
vtSred_Pluton = 1 / rSred_Pluton;
vrSred_Pluton = Mathf.Sqrt(Mathf.Pow(a1_Pluton + 1, 2) - Mathf.Pow((a1_Pluton + 1) / rSred_Pluton, 2));
//Debug.Log("vrSred_Pluton = " + vrSred_Pluton);
wRSred = (a1_Pluton + 1 / rSred_Pluton) / Mathf.Pow(rSred_Pluton, 2);//-3444729194,89
//Debug.Log("wRSred = " + wRSred);
r_Pluton = ((vp_Pluton * hi_Pluton * vrSred_Pluton) + (Mathf.Pow(vp_Pluton, 2) / R_Pluton) * wRSred * Mathf.Pow(hi_Pluton, 2)) / 2f;
//Debug.Log("r_Pluton = " + r_Pluton);
e_Pluton = (2 * Mathf.PI) / orbitalPeriod_Pluton;
f_Pluton = f_Pluton + ((vp_Pluton / R_Pluton) * (vtSred_Pluton / rSred_Pluton) * hi_Pluton) + (e_Pluton * Mathf.Pow(hi_Pluton, 2) / 2);
Debug.Log("Совсем начальное f_Pluton = " + f_Pluton * Mathf.Pow(10, 8));
//Debug.Log("f_Pluton = " + f_Pluton);
X1_Pluton = a_Pluton * Mathf.Cos(f_Pluton * Mathf.Pow(10, 8)) * Mathf.Sin(110.30347f) + Pluto.transform.position.x / 1.55f; //r_Pluton * ((Mathf.Cos(f_Pluton + 113.76329f) * Mathf.Cos(110.30347f)) - (Mathf.Sin(f_Pluton + 113.76329f) * Mathf.Cos(17.14f) * Mathf.Sin(113.76329f)));
//Debug.Log("X1_Pluton = " + X1_Pluton);
Y1_Pluton = b_Pluton * Mathf.Sin(f_Pluton * Mathf.Pow(10, 8)) * Mathf.Sin(110.30347f) + Pluto.transform.position.z / 1.55f; //r_Pluton * ((Mathf.Cos(f_Pluton + 113.76329f) * Mathf.Sin(110.30347f)) + (Mathf.Sin(f_Pluton + 113.76329f) * Mathf.Cos(17.14f) * Mathf.Cos(113.76329f)));
//Debug.Log("Y1_Pluton = " + Y1_Pluton);
Z_Pluton = c_Pluton * Mathf.Cos(f_Pluton * Mathf.Pow(10, 8)) * Mathf.Sin(17.14f); //r_Pluton * Mathf.Sin(f_Pluton + 113.76329f) * Mathf.Sin(17.14f);
//Debug.Log("Z_Pluton = " + Z_Pluton);
Pluto.transform.position = new Vector3(X1_Pluton, Z_Pluton, Y1_Pluton);
distance_Pluton = Vector3.Distance(Pluto.transform.position, Sun.transform.position);
r1_Pluton = 49.31f;
r2_Pluton = r_Pluton;
rSred1_Pluton = r1_Pluton / R_Pluton;
rSred2_Pluton = r2_Pluton / R_Pluton;
f1_Pluton = 0;
f2_Pluton = f_Pluton;
}
void PlutoModel()
{
hi_Pluton = 0.0001f;
f_Pluton += f2_Pluton;
//Debug.Log("f2_Pluton = " + f2_Pluton * Mathf.Pow(10, 8));
//Debug.Log("f_Pluton = " + f_Pluton * Mathf.Pow(10, 8));
X1_Pluton = a_Pluton * Mathf.Cos(f_Pluton * Mathf.Pow(10, 8)) /** Mathf.Sin(110.30347f) + Pluto.transform.position.x / 1.55f*/; //r_Pluton * ((Mathf.Cos(f_Pluton + 113.76329f) * Mathf.Cos(110.30347f)) - (Mathf.Sin(f_Pluton + 113.76329f) * Mathf.Cos(17.14f) * Mathf.Sin(113.76329f)));
//Debug.Log("X1_Pluton = " + X1_Pluton);
Y1_Pluton = b_Pluton * Mathf.Sin(f_Pluton * Mathf.Pow(10, 8)) /** Mathf.Sin(110.30347f) + Pluto.transform.position.z / 1.55f*/; //r_Pluton * ((Mathf.Cos(f_Pluton + 113.76329f) * Mathf.Sin(110.30347f)) + (Mathf.Sin(f_Pluton + 113.76329f) * Mathf.Cos(17.14f) * Mathf.Cos(113.76329f)));
//Debug.Log("Y1_Pluton = " + Y1_Pluton);
Z_Pluton = c_Pluton * Mathf.Cos(f_Pluton * Mathf.Pow(10, 8)) * Mathf.Sin(17.14f);
//Debug.Log("Z_Pluton = " + Z_Pluton);
Pluto.transform.position = new Vector3(X1_Pluton, Z_Pluton, Y1_Pluton);
distance_Pluton = Vector3.Distance(Pluto.transform.position, Sun.transform.position);
}
void EarthModelStart()
{
//Задаются начальные данные
a = 1.00000261f * scaleParameter;
b = a * Mathf.Sqrt(1 - Mathf.Pow(0.01671123f, 2)); //b = 0.99986296728f * scaleParameter;
orbitalPeriod = 365.256363004f * 24f * 3600f;
r = 149598261000f;
G = 6.67f * Mathf.Pow(10, -11);
massSun = 1.9885f * Mathf.Pow(10, 30);
massEarth = 5.9726f * Mathf.Pow(10, 24);
R = (1 - 0.01671123f) * 149597870700f;
//Debug.Log("R = " + R);
h1 = -G * (massSun + massEarth);
// Debug.Log("h1 = " + h1);
a1 = h1 / (R * Mathf.Pow(30280, 2)); //-77.3030194662f
Debug.Log("a1 = " + a1);
vp = ((-2 * a1 * Mathf.PI * R) / (orbitalPeriod * Mathf.Pow((-2 * a1) - 1, 1.5f)));
Debug.Log("Начальное vp = " + vp);
//Debug.Log("vp = " + vp);
rSred = 1.01699524175f; // r / R
hi = 0.0001f;//при i = 1 hi = h
vtSred = 1 / rSred;
//Debug.Log("vtSred = " + vtSred);
//vrSred = Mathf.Sqrt(Mathf.Pow(a1 + 1, 2) - Mathf.Pow((a1 + 1) / rSred, 2));
//Debug.Log("vrSred = " + vrSred);
e = (2 * Mathf.PI) / orbitalPeriod;
Debug.Log("e = " + e);
//Вычисление угла
f = (vp / R) * (vtSred / rSred) * hi + e * Mathf.Pow(hi, 2) / 2;
Debug.Log("Начальное f = " + f * 1000 * Mathf.Pow(10, 8));
X1 = a * Mathf.Cos(f* Mathf.Pow(10, 8));
//Debug.Log("X1_Pluton = " + X1_Pluton);
Y1 = b * Mathf.Sin(f * Mathf.Pow(10, 8));
//Debug.Log("Y1_Pluton = " + Y1_Pluton);
Earth.transform.position = new Vector3(X1, 0, Y1);
f1 = f2;
f2 = f;
}
void EarthModel()
{
hi = 0.0001f;
// Debug.Log("hi = " + hi);
f += f2 /* ((vp / R) * (vtSred / rSred) * hi) + (e * Mathf.Pow(hi, 2)) / 2 */;
//Debug.Log("f = " + f * Mathf.Pow(10, 8));
//Debug.Log("f2 = " + f2 * Mathf.Pow(10, 8));
//f1 = f2;
X1 = a * Mathf.Cos(f * Mathf.Pow(10, 8));
//Debug.Log("X1_Pluton = " + X1_Pluton);
Y1 = b * Mathf.Sin(f * Mathf.Pow(10, 8));
//Debug.Log("Y1_Pluton = " + Y1_Pluton);
Earth.transform.position = new Vector3(X1, 0, Y1);
}
}