📄 ssts__tether_mmet_iii_mesh_discrete_number_stress_plot.m
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function [ stress_list ]= SSTS__tether_MMET_III_mesh_discrete_number_stress_plot(N_number,ro,sectional_area,length,Mp,velocity_psi,steps)
% /*M-FILE Function SSTS__tether_MMET_III_mesh_discrete_number_stress_plot MMM SSTSLAB */
% /*==================================================================================================
% Simple Space Tether Simulation Laboratory Toolbox for Matlab 7.x
%
% Copyright 2007 The SxLAB Family - Yi Chen - leo.chen.yi@gmail.com
% ====================================================================================================
%File description:
%
% to plot a 3D mesh graph of angular_velocity-location-stress
%
% Input:
% N_number = 20; in MMET-III, number of point masses
% ro = 970; % tether density - kg/(m^3)
% sectional_area = 62.83*10^(-6); % tether cross-section - m^2
% length = 5000; % tether length - m
% Mp = 500; % kg
% velocity_psi = 65000; % angular velocity - rad/s
%
% Output:
% force_list -- force list matrix
%
% Example:
% [ force_list ]= SSTS__tether_MMET_III_mesh_discrete_number_stress_plot( 5 )
%
% force_list =
%
% 1.0e+016 *
%
% 0 NaN NaN NaN NaN
% 0.6086 0.6086 NaN NaN NaN
% 0.8472 0 0.8472 NaN NaN
% 0.9732 0.2842 0.2842 0.9732 NaN
% 1.0510 0.4740 0 0.4740 1.0510
%
%
%===================================================================================================
% See Also: SSTS__tether_MMET_II_discrete_number
%
%===================================================================================================
%
%===================================================================================================
%Revision -
%Date Name Description of Change email Location
%22-Jan-2007 Yi Chen Initial version leo.chen.yi@gmail.com Glasgow
%HISTORY$
%==================================================================================================*/
% SSTS__tether_MMET_III_mesh_discrete_number_stress_plot Begin
clear
home
if ( nargin == 0 )
N_number = 20;
ro = 970; % tether density - kg/(m^3)
sectional_area = 62.83*10^(-6); % tether cross-section - m^2
length = 5000; % tether length - m
Mp = 1000; % kg
velocity_psi = 65000; % angular velocity - rad/s
steps = 10; % step for angular velocity
end
if ( nargin == 1 )
ro = 970; % tether density - kg/(m^3)
sectional_area = 62.83*10^(-6); % tether cross-section - m^2
length = 5000; % tether length - m
Mp = 1000; % kg
velocity_psi = 65000; % angular velocity - rad/s
steps = 10; % step for angular velocity
end
[stress_list] = SSTS__tether_MMET_III_discrete_number_stress(N_number,ro,sectional_area,length,Mp,velocity_psi);
close('all');
% figure
% stem (stress_list);
% xlabel('Number of point masses - Number');
% ylabel('Stress on point masses - Stress(N/m) ');
mesh_stress(velocity_psi,length,N_number,Mp,ro,sectional_area,steps);
% SSTS__tether_MMET_III_mesh_discrete_number_stress_plot End
function [] = mesh_stress(max_vel,length,N_number,M0,ro,A,steps)
%lx is the location of point mass
lx = SSTS__tether_MMET_II_discrete_number(N_number)*(length*2);
lx = lx(N_number,:);% 1:N_number
% steps = max_vel/(N_number);
vel_psi = 0:steps:max_vel;
[ vel_number ]= size(vel_psi,2);
for idx = 1 : 1 : N_number
for jdx = 1 : 1 : vel_number
% force
stress(idx,jdx) = vel_psi(jdx)^2*location(idx,length,N_number)*(M0 + ro*A*location(idx,length,N_number)/2);
% stress = force/A
stress(idx,jdx) = stress(idx,jdx)/A;
end
end
%to plot mesh graph
close('all');
figure
meshc(vel_psi,lx,stress);
colorbar
% contour3(vel_psi,lx,stress,30)
% surface(vel_psi,lx,stress,'EdgeColor',[.8 .8 .8],'FaceColor','none')
% colorbar('YTickLabel',...
% {'Min','Cold','Cool','Neutral',...
% 'Warm','Hot','Burning','MAX'});
% grid off
% view(-15,25)
colormap cool
xlabel( 'Angular Velocity of \psi (rad/s)');
ylabel( 'Point Masses Location (m)');
zlabel( 'Tether Stress \sigma (Pa)' );
title('Tether Stress-Angular Velocity-Point Masses Location');
function [abs_loc] = location(idx,L0,N)
% idx -- index
% L -- L = 2*L0, full length of 2 sub-tether
% L0 -- sub-tether length
L = 2*L0;
abs_loc = abs( ( 2*idx - 1 )*L/2/N - L0 );
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