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Help in plot while plotting a time step response.
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I need to plot the response of r1 at different time steps. But i am getting these gaps in plot. Please help me to resolve this problem.
clear all; close all; clc;
c1=1;
d11=0.0100;
d12=-0.1421;
X1=[11500.2 11477.9 11417.3 11426.4 11413 11382.9 11375.1 11347.9 11351.1 11329.3 11318.9 11343.4 11360.7 11378.4 11414.2 11408.2 11413.6 11449.4 11444.1 11421.4 11388.5 11429.3 11438.1 11432.9 11408.2 11434.3 11444.8 11443.5 11491.8 11503.8 11581.8 11525.9 11529.5 11557.6 11523 11516 11504.1 11492.9 11480.3 11495.9 11445.1 11437.7 11468.5 11463 11488.5 11470.3 11491.1 11480.2 11488.9 11453.8 11456 11434.5 11460.6 11456.1 11454 11468.3 11464.4 11501 11453.8 11474.2 11458.2 11452.8 11434.6 11447.3 11379.5 11396.4 11409.9 11405.6 11433.3 11435.6 11434.2 11415.5 11483.6 11434.6 11452.2 11471.5 11445 11462.6 11433.3 11440.2 11442.3 11456 11408.6 11399.7 11369.8 11372.6 11401.4 11405 11426.6 11430.3 11405.6 11409.8 11405 11399.7 11381.2 11392.5 11383.6 11365.8 11362.4 11347.8 ...
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X2=[8226.06 8234.99 8233.64 8237.88 8202.31 8221.06 8227.42 8218.15 8178.23 8171.49 8207.95 8185.35 8154.1 8199.58 8194.86 8208.41 8203.65 8196.02 8235.77 8223.88 8192.7 8193.73 8205.27 8226.7 8245.66 8220.71 8259.15 8248.48 8284.57 8286.82 8345.18 8279.08 8295.97 8273.65 8227.77 8205.47 8232.83 8167.27 8200.45 8236.65 8232.63 8247.13 8227.22 8217.31 8227.13 8180.41 8208.76 8228.25 8210.96 8174.71 8182.5 8209.88 8238.14 8245.51 8164.65 8192.09 8194.78 8194.36 8182.32 8236.12 8245.47 8207.3 8236.39 8282.31 8224.89 8218.68 8257.62 8215.52 8209.64 8223.77 8218.69 8213.66 8234.17 8229.77 8280.65 8237.61 8207.93 8193.78 8189.68 8167.78 8194.1 8190.04 8150.79 8217.72 8188.27 8214.29 8213.34 8212.68 8174.67 8190.03 8209.92 8188.18 8216.35 8200.95 8222.81 8246.59 8238.99 8249.34 8204.24 8217.16 ...
8210.35 8259.64 8197.23 8239.03 8207.05 8191.05 8203.94 8173.72 8176.97 8153.52 8160.5 8168.8 8185.04 8150.22 8158.93 8151.52 8111.29 8151.1 8097.85 8144.03 8140.46 8167.53 8159.25 8155.44 8156.78 8196.64 8143.66 8132.19 8138.97 8156.91 8170.51 8192.67 8218.02 8195.44 8208.8 8179.59 8183 8191.11 8233.25 8245.36 8194.83 8223.01 8201.91 8205.51 8212.19 8204.03 8204.12 8259.89 8242.94 8233.19 8258.76 8231.33 8235.68 8245.22 8247.8 8178.53 8219.02 8223.28 8158.23 8194.95 8202.36 8142.87 8163.35 8167.52 8159.81 8149.96 8174.4 8138.32 8128.75 8194.95 8179.86 8134.97 8141.51 8185.25 8128.94 8229.71 8151.01 8178.85 8203.2 8204.22 8216.75 8164.48 8169.25 8178.33 8158.7 8118.04 8094.7 8126.33 8150.82 8124.22 8113.7 8100.81 8135.34 8144.05 8158.51 8143.28 8143.6 8157.47 8208.36 8125.96 ...
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8293.43 8260.55 8303.06 8299.15 8360.77 8329.79 8240.11 8230.51 8259.6 8197.68 8188.38 8183.48 8196.92 8166.36 8198.73 8164.93 8170.27 8147.03 8223 8138.94 8156.16 8164.39 8155.72 8178.98 8180.28 8190.69 8154.97 8193.14 8184.99 8172.17 8130.69 8142.55 8144.31 8115.72 8048.83 8075.45 8071.34 8064.61 8101.05 8090.44 8102.85 8126.25 8105.01 8092.98 8078.35 8087.25 8096.54 8073.06 8105.47 8121.79 8119.24 8101.02 8096.27 8079.21 8076.95 8089.91 8113.59 8098.24 8126.3 8169.81 8175.77 8134.34 8119.94 8136.28 8101.22 8150.51 8192.13 8179.82 8132.55 8133.62 8165.13 8183.43 8161.3 8179.33 8184.36 8154.11 8212.01 8205.37 8239.04 8146.78 8149.4 8168.6 8178.65 8165.64 8173.29 8172.32 8176.92 8195.25 8220.96 8175.41 8185.29 8170.03 8215.18 8204.93 8201.34 8173.33 8160.7 8176.72 8156.83 8165.31 ...
8157.87 8235.67 8181.53 8168.73 8136.67 8147.75 8177.77 8188.51 8160.16 8177.3 8149.09 8185.77 8144.27 8180.51 8175.4 8181.48 8137.63 8161.6 8181.94 8210.2 8182.66 8188.52 8129.08 8144.88 8178.94 8148.39 8182.95 8169.34 8139.76 8158.55 8118.04 8125.63 8171.23 8127.28 8145.29 8109.62 8124.71 8132.45 8112.67 8114.06 8113.31 8125.73 8096.24 8135.03 8092.65 8113.73 8124.21 8127.3 8135.47 8127.17 8168.6 8147.48 8169.64 8184.63 8198.8 8161.45 8217.57 8182.82 8160.87 8146.89 8117.93 8128.79 8151.23 8147.52 8122.01 8139.14 8106 8131.7 8134.35 8100.27 8145.79 8162.82 8108.69 8104.47 8125.88 8125.97 8116.38 8146.79 8088.69 8120.03 8097.53 8096.71 8119.56 8154.06 8118.71 8127.13 8133.21 8148.94 8178.64 8135.35 8159.48 8158.53 8146.53 8171.51 8103.67 8145.47 8122.18 8127.55 8088.76 8097.06 ...
8140.57 8146.75 8142.37 8100.94 8168.08 8124.65 8149.88 8151.18 8178.86 8147.66 8162.08 8142.38 8160.36 8163.35 8178.91 8143.07 8172.75 8161.33 8170.84 8145.67 8128.92 8114.74 8113.86 8125.33 8068.41 8051.2 8068.07 8052.68 8078.77 8075.73 8100.76 8058.76 8109.85 8123.14 8107.2 8125.7 8142.1 8130.18 8095.56 8108.59 8054.82 8080.38 8062.9 8032.11 8070.62 8039.36 8056.49 8035.93 8055.74 8019.63 8028.99 8045.89 8019.38 8048.76 8040.76 8053.07 8074.11 8059.87 8117.2 8161.72 8108.11 8085.76 8089.66 8101.81 8048.68 8129.06 8062.77 8089.87 8054.9 8055.97 8084.91 8078.51 8068.41 8048.12 8102.91 8068.5 8078.21 8127.31 8079.43 8093.2 8095.91 8100.71 8130.1 8121.39 8093.77 8089.13 8109.9 8113.07 8090.48 8111.66 8090.89 8073.06 8097.39 8068.79 8066.23 8067.98 8055.01 8101.63 8099.27 8086.71 ...
8096.21 8103.9 8095.26 8135.33 8104.26 8132.46 8109.49 8081.2 8098.03 8079.94 8066.3 8067.42 8065.8 8083.46 8075.46 8110.65 8114.34 8107.24 8118.53 8092.35 8142.23 8133.19 8135.77 8158.4 8118.01 8117.44 8102 8171.49 8115.86 8130.59 8167.56 8128.97 8106.85 8142.38 8128.23 8133.61 8138.02 8134.63 8122.41 8101.85 8158.21 8121.87 8118.53 8137.31 8151.02 8096.74 8083.79 8128.28 8101.16 8076.28 8083.05 8125.28 8160.46 8148.92 8127.4 8101.59 8116.55 8053.23 8075.39 8086.22 8066.48 8115.32 8058.08 8071.73 8096.91 8114.18 8089.15 8056.28 8096.87 8093.09 8107.67 8140.53 8097.82 8107.7 8092.29 8094.87 8112.63 8078.54 8112.22 8096.67 8084.19 8110.17 8081.21 8101.03 8156.31 8140.44 8144.85 8132.06 8146.75 8120.13 8078.95 8074.2 8047.28 8025.38 8087.44 8083.25 8073.98 8054.69 8078.66 8049.1 ...
8027.08 8030.48 8051.84 8053.14 8071.29 8055.21 8125.14 8078.12 8088.66 8066.28 8088.23 8122.83 8119.01 8168.8 8083.11 8138.18 8117.55 8118.47 8156.2 8148.97 8155.71 8142.36 8129.72 8174.38 8113.69 8155.96 8139.88 8125.8 8133.05 8095.7 8105.87 8135.92 8120.28 8146.81 8140.25 8140.91 8182.18 8138.57 8128.1 8136.92 8142.25 8109.74 8099.96 8165.19 8121.77 8155.19 8186.47 8150.21 8202.03 8156 8184.23 8207.17 8176.85 8150.14 8147.66 8163.57 8138.2 8124.88 8108.13 8109.92 8110.96 8119.05 8118.48 8109.66 8100.23 8113.92 8109.18 8094.58 8089.38 8102.25 8059.51 8090 8029.77 8051.08 8019.46 8028.62 8052.78 8020.07 8051.89 8061.86 8066.2 8055.71 8118.32 8088.48 8098.7 8057.77 8043.16 8069.36 8040.45 8082.19 8074.03 8096.58 8117.07 8063.68 8120.58 8057.13 8132.22 8084.16 8083.35 8096.31 ...
8103.3 8072.6 8083.32 8107.48 8072.39 8100.95 8128.31 8117.24 8107.33 8092.41 8152.53 8129.08 8119.26 8153.58 8090.23 8157.32 8144.45 8152.48 8136.19 8063.26 8086.34 8101.85 8123.43 8137.33 8113.49 8169.88 8099.16 8130.6 8148.71 8160.27 8144.55 8182.11 8121.19 8108.79 8150.1 8104.59 8176.42 8124.78 8148.67 8105.99 8153.15 8095.56 8153.23 8160.81 8116.26 8148.82 8121.18 8111.05 8110.94 8127.07 8102.71 8127.74 8089.68 8053.29 8050.64 8022.83 8046.84 8093.44 8050.45 8064 8103.42 8082.64 8090.93 8057.3 8030.26 8082.04 7999.1 8071.33 8021.39 8087.05 8045.42 8043.16 8052.49 8024.77 8083.58 8060.55 8067.42 8041.29 8080.22 8048.17 8047.75 8042.99 8056.78 8037.14 8051.18 8044.52 8044.64 8015.56 8065.05 8063.33 8075.15 8059.23 8073.28 8073.56 8024.31 8086.03 8069.31 8118.26 8079.33 8080];
%x1 at t_0
t_0=1:60
x1_0=c1+d11*X1(t_0)+d12*X2(t_0)
%x1 at t_1
t_1=61:120
x1_1=c1+d11*X1(t_1)+d12*X2(t_1)
%x1 at t_2
t_2=121:180
x1_2=c1+d11*X1(t_2)+d12*X2(t_2)
%x1 at t_3
t_3=181:240
x1_3=c1+d11*X1(t_3)+d12*X2(t_3)
%r1_0
r1_0=x1_1-x1_0
%r1_1
r1_1=x1_2-x1_1
%r1_1
r1_2=x1_3-x1_2
plot(t_0,r1_0,'red',t_1,r1_1,'blue',t_2,r1_2,'black')
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/639380/image.jpeg)
0 Comments
Accepted Answer
Scott MacKenzie
on 2 Jun 2021
A simple solution is just to concatenate the last point from one set of vectors with the subsequent set:
t_1 = [t_0(end) t_1];
r1_1 = [r1_0(end) r1_1];
t_2 = [t_1(end) t_2];
r1_2 = [r1_1(end) r1_2];
plot(t_0,r1_0,'red',t_1,r1_1,'blue',t_2,r1_2,'black')
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/640355/image.jpeg)
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