Solve 4 equations, 4 unknowns

31 vues (au cours des 30 derniers jours)
Gregzy
Gregzy le 10 Avr 2018

Please forgive me if I have made a simple mistake somewhere, i am new to matlab. I am trying to solve 4 equations with 4 unknowns using the following code (the equations can be seen in the code):

clear all
clc
format shortEng
format compact
%Variables
mr1 = 0.00367;
mr2 = 0.00347;
mr3 = 0.00326;
mr4 = 0.00285;
t1 = (0.*pi./180); %Theta 1
t2 = (150.*pi./180); %Theta 2
L2 = 0.1; %Length 1 m
%Equations
syms t3 t4 L3 L4
eqn1 = (mr1.*cos(t1))+(mr2.*cos(t2))+(mr3.*cos(t3))+(mr4.*cos(t4));
eqn2 = (mr1.*sin(t1))+(mr2.*sin(t2))+(mr3.*sin(t3))+(mr4.*sin(t4));
eqn3 = (mr2.*cos(t2).*L2)+(mr3.*cos(t3).*L3)+(mr4.*cos(t4).*L4);
eqn4 = (mr2.*sin(t2).*L2)+(mr3.*sin(t3).*L3)+(mr4.*sin(t4).*L4);
sol = solve([eqn1, eqn2, eqn3, eqn4], [t3, t4, L3, L4]);
t3sol = sol.t3
t4sol = sol.t3
L3sol = sol.L3
L4sol = sol.L4

I get an outout with numbers like this:

t3sol =
  2*atan(455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2)/103772768504232210111428514992779755903579894629076944466599707421011792972435705624089995372733 - 783150673641568928799120402730188800000/112313626000065159014893967186374350903)
 -2*atan(455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2)/103772768504232210111428514992779755903579894629076944466599707421011792972435705624089995372733 + 783150673641568928799120402730188800000/112313626000065159014893967186374350903)
t4sol =
  2*atan(455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2)/103772768504232210111428514992779755903579894629076944466599707421011792972435705624089995372733 - 783150673641568928799120402730188800000/112313626000065159014893967186374350903)
 -2*atan(455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2)/103772768504232210111428514992779755903579894629076944466599707421011792972435705624089995372733 + 783150673641568928799120402730188800000/112313626000065159014893967186374350903)
L3sol =
 (639266908722361223894633416461491882974473854575*455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2))/26043649613544488547956741207035051924878829702661402288686733830167187403462770754918120682429582322225957569297285042848923291397477562528230268 + 8610446189192872062881087440073/293689728774632554402123708876852
 8610446189192872062881087440073/293689728774632554402123708876852 - (639266908722361223894633416461491882974473854575*455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2))/26043649613544488547956741207035051924878829702661402288686733830167187403462770754918120682429582322225957569297285042848923291397477562528230268
L4sol =
 8610446189192872062881087440073/293689728774632554402123708876852 - (72538865491225*455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2))/469869966593806228256848762044483359839753522072725494401599978519001765592358104563673245479461724152220562596
 (72538865491225*455270576103713634351936474148609294958907416025443346905400201076875310485383426659707577536627793063540918127069111936252447223082571464794555202805902101116592729065123651354430891395310711^(1/2))/469869966593806228256848762044483359839753522072725494401599978519001765592358104563673245479461724152220562596 + 8610446189192872062881087440073/293689728774632554402123708876852

How can I simplify my output numbers so i get the format of the theta values to be xxx Degrees and the L to me in xxx mm.

Thanks!

Réponses (0)

Catégories

En savoir plus sur Symbolic Math Toolbox dans Help Center et File Exchange

Tags

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by