How can I make a better plot?

3 visualizaciones (últimos 30 días)
HelpAStudent
HelpAStudent el 2 de Oct. de 2021
Comentada: HelpAStudent el 4 de Oct. de 2021
Hi, I have 5 sets of data and I want to write a script that reads my 5 matrices (1x21 double) and displays a single figure that plots the mean error (y) against the gain (x) in decibel. The output of my script should has:
  • The lines for each segment should be displayed using a different color. With point where is the value on the segment.
  • A legend should be included indicating wich line corresponds to wich segment
  • Each segment should has his linear fit (courve fitting) in wich I can find the ratio between the axes
I think I have to use iteraction for a solution of this kind, but I'm not sure how.
These are my 5 data:
err20 = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1.08935539299999,2.06473429585112,5.31643514302866,12.1807063663099,23.4911626896201,37.8143988479465,53.0667200958471];
err40 = [1,1,1,1,1,1,1.00980392156863,1.21923952036955,1.83719863383950,3.35132045800776,6.15310998083444,10.4540779879203,16.3935058175317,24.4567825083250,34.2731876493287,44.8404803207833,56.1569894419756,67.9621753642978,80.3418716316936,92.6177152673935,105.509145868874];
err60 = [1.39130582788671,2.06089077044959,3.06870791245791,4.79824204787542,7.43102274858528,11.1839078762097,15.8879812010210,21.5982089544676,28.3128632729741,36.0451923666447,44.3639384800055,53.0905553702049,62.0750621155379,70.5611743877611,79.2822679481440,87.4151859346590,95.2561517964825,102.939651014533,111.592224212783,119.481125788707,128.101212449710];
err80 = [17.4311417284922,22.2395558126501,27.9265106941469,34.2412676054684,40.8661898327012,47.9425873245325,55.0569858602196,62.0452743182326,68.6517414695066,75.0178392624680,81.3553772590478,87.8836526599804,93.1726477983694,99.2482660012320,104.954811955097,110.618897123263,116.985855082487,123.136684599450,129.996356750259,137.015229368536,144.682941495957];
err100= [50.0098577942206,55.6474590816719,61.3114187709398,66.7658549295944,72.0226315556860,76.6917932491624,81.7675527655915,86.5206979973362,90.9380438970932,95.6093452209315,99.8809271502719,104.517882995723,109.232695936831,113.888646043589,118.823549750783,124.212683308618,129.481920951591,135.262067967506,141.525996933700,147.328685524455,153.893747639987];

Respuesta aceptada

C B
C B el 2 de Oct. de 2021
Editada: C B el 3 de Oct. de 2021
@Agnese Chini Is this fulfill your requirement?
err20 = [1,1,1,1,1,1,1,1,1,1,1,1,1,1,1.08935539299999,2.06473429585112,5.31643514302866,12.1807063663099,23.4911626896201,37.8143988479465,53.0667200958471];
err40 = [1,1,1,1,1,1,1.00980392156863,1.21923952036955,1.83719863383950,3.35132045800776,6.15310998083444,10.4540779879203,16.3935058175317,24.4567825083250,34.2731876493287,44.8404803207833,56.1569894419756,67.9621753642978,80.3418716316936,92.6177152673935,105.509145868874];
err60 = [1.39130582788671,2.06089077044959,3.06870791245791,4.79824204787542,7.43102274858528,11.1839078762097,15.8879812010210,21.5982089544676,28.3128632729741,36.0451923666447,44.3639384800055,53.0905553702049,62.0750621155379,70.5611743877611,79.2822679481440,87.4151859346590,95.2561517964825,102.939651014533,111.592224212783,119.481125788707,128.101212449710];
err80 = [17.4311417284922,22.2395558126501,27.9265106941469,34.2412676054684,40.8661898327012,47.9425873245325,55.0569858602196,62.0452743182326,68.6517414695066,75.0178392624680,81.3553772590478,87.8836526599804,93.1726477983694,99.2482660012320,104.954811955097,110.618897123263,116.985855082487,123.136684599450,129.996356750259,137.015229368536,144.682941495957];
err100= [50.0098577942206,55.6474590816719,61.3114187709398,66.7658549295944,72.0226315556860,76.6917932491624,81.7675527655915,86.5206979973362,90.9380438970932,95.6093452209315,99.8809271502719,104.517882995723,109.232695936831,113.888646043589,118.823549750783,124.212683308618,129.481920951591,135.262067967506,141.525996933700,147.328685524455,153.893747639987];
gain =1:21;
plot(gain,err20,'redo')
hold on
plot(gain,err40,'green*')
hold on
plot(gain,err60,'blue+')
hold on
plot(gain,err80,'cyanx')
hold on
plot(gain,err100,'magentad')
legend('err20','err40','err60','err80','err100')
ylabel('Error')
xlabel('Gain')
  5 comentarios
C B
C B el 4 de Oct. de 2021
Maybe like this
p = polyfit(gain,err100,1) ;
slope5 = p(1)
HelpAStudent
HelpAStudent el 4 de Oct. de 2021
Thank you, it works!

Iniciar sesión para comentar.

Más respuestas (0)

Productos


Versión

R2020b

Community Treasure Hunt

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

Start Hunting!

Translated by