i don't understand Script1 e 0.7; m1=1; m2=4;2 T=2*pi./(1-e).^1.5; tspan=linspace(0, T, 1000);3 options=odeset('RelTol',1.e-6);4 %%%%% Solve differential equations for x and y using ode45 with arguments tspan and options.5 %%%%% Determine x1, y1 and x2, y267 tspan = [0 365.25*24*60*60];8 m [5.97e24 7.34e22];=9 y0 = [0 1.496e1101.496e11+384.4e6];10 RelTol = 1e-6;11 [t,y] = ode45 (@(t,y) twobody (t,y,m), tspan, yo, RelTol);1213 function dydt = twobody (t,y,m)14151617y(1) = x1y (2) = y1y (3) = x2y(4) = y21819 G 6.67430e-11;2021 r12 = sqrt((y(1)-y(3))^2 + (y(2)-y(4))^2);2223 dydt = [y(3)-y(1);24 end25 %%%%% Write local function for differential equations %%%%%**KKKKKKKy (4)-y(2);-G*m (1) * (y(1)-y(3))/r12^3;Save-G*m (2)*(y (2)-y(4))/r12^3];%%%%%%%%%C Reset E MATLAB Documentation▶ Run Script? OutputUnrecognized function or variable 'x1'.Error in solution>twobody (line 14)y(1) = x1Error in solution>@(t,y) twobody (t,y,m) (line 11)[t,y] = ode45 (@(t,y) twobody (t,y,m), tspan, ye, RelTol);Error in odearguments (line 92)fe ode (te, yo, args{:}); % ODE15I sets args{1} to yp0.Error in ode45 (line 107)odearguments (odeIs FuncHandle, odeTreatAsMFile, solver_name, ode, tspan, yo, options, varargin);Error in solution (line 11)[t,y] = ode45 (@(t,y) twobody (t,y,m), tspan, ye, RelTol);Assessment:x coordinate of mass oney coordinate of mass onex coordinate of mass twoy coordinate of mass twoSubmit

In this problem, we will study the motion of two celestial bodies orbiting around each other due to…

1 e=0.7; m1=1; m2=4; 2 T=2*pi./(1-e).^1.5; tspan=linspace(0, T, 1000); 3 options=odeset('RelTol',1.e-6); 4 %%%%% Solve differential equations for x and y using ode45 with arguments tspan and options. 5 %%%%% Determine x1, y1 and x2, y2 6 7 tspan [0 365.25*24*60*60]; 8 m = [5.97e24 7.34e22]; 9 y0 = [0 1.496e1101.496e11+384.4e6]; 10 RelTol = 1e-6; 11 [t,y] = ode45 (@(t,y) twobody (t,y,m), tspan, ye, RelTol); 12 twobody (t,y,m) 13 function dydt 14 y(1) = x1 15 y(2)= y1 16 y(3) = x2 17 y (4) = y2 = 18 19 G = 6.67430e-11; 20 21 r12 = sqrt((y(1)-y(3))^2 + (y(2)-y(4))^2); 22 23 dydt = [y(3)-y(1); 24 end 25 %%% Write local function for differential equations XXXXXX y(4)-y(2); -G*m (1)*(y(1)-y(3))/r12^3; -G*m (2)*(y (2)-y(4))/r12^3];

1 e=0.7; m1=1; m2=4; 2 T=2pi./(1-e).^1.5; tspan=linspace(0, T, 1000); 3 options=odeset('RelTol',1.e-6); 4 %%%%% Solve differential equations for x and y using ode45 with arguments tspan and options. 5 %%%%% Determine x1, y1 and x2, y2 6 7 tspan [0 365.25246060]; 8 m = [5.97e24 7.34e22]; 9 y0 = [0 1.496e1101.496e11+384.4e6]; 10 RelTol = 1e-6; 11 [t,y] = ode45 (@(t,y) twobody (t,y,m), tspan, ye, RelTol); 12 twobody (t,y,m) 13 function dydt 14 y(1) = x1 15 y(2)= y1 16 y(3) = x2 17 y (4) = y2 = 18 19 G = 6.67430e-11; 20 21 r12 = sqrt((y(1)-y(3))^2 + (y(2)-y(4))^2); 22 23 dydt = [y(3)-y(1); 24 end 25 %%% Write local function for differential equations XXXXXX y(4)-y(2); -Gm (1)(y(1)-y(3))/r12^3; -Gm (2)(y (2)-y(4))/r12^3];

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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