Convert 3d cell array into a 3d Matrix

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Richard
Richard on 3 Aug 2023
Commented: Richard on 3 Aug 2023
Dear Community:
Sorry I am aking again, but I have another question.
I want to convert a cell array in to a matrix in order to use the "max" function.
It is a 13x13x7 array it looks like that:
I would like to convert it in a "regular" 3d-array which only includes numbers, how can i do that?
Thank you for help in advance
  2 Comments
Stephen23
Stephen23 on 3 Aug 2023
@Richard: please upload your data by clicking the paperclip button.

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Accepted Answer

Stephen23
Stephen23 on 3 Aug 2023
Edited: Stephen23 on 3 Aug 2023
Ran in:
Your cell array contains only symbolic values:
S = load('Motormoment_a.mat');
C = S.Ma
C = 13×13×7 cell array
C(:,:,1) = {[0.0 ]} {[0.0 ]} {[51.813]} {[37.999]} {[33.961]} {[32.183]} {[31.601]} {[32.211]} {[35.215]} {[52.936]} {[0.0 ]} {[0.0 ]} {[0.0 ]} {[0.0 ]} {[55.954]} {[34.566]} {[30.071]} {[27.878]} {[26.583]} {[25.804]} {[25.429]} {[25.501]} {[27.07 ]} {[36.565]} {[0.0 ]} {[0.0 ]} {[0.0 ]} {[35.951]} {[29.164]} {[26.396]} {[24.779]} {[23.798]} {[23.958]} {[24.127]} {[24.283]} {[24.427]} {[27.844]} {[37.946]} {[0.0 ]} {[50.122]} {[30.177]} {[26.088]} {[24.022]} {[23.512]} {[23.526]} {[23.686]} {[23.858]} {[24.021]} {[24.169]} {[25.397]} {[30.13 ]} {[45.48 ]} {[36.026]} {[26.94 ]} {[24.131]} {[23.81 ]} {[23.493]} {[23.256]} {[23.406]} {[23.574]} {[23.737]} {[23.889]} {[24.278]} {[27.716]} {[34.55 ]} {[30.812]} {[24.717]} {[24.139]} {[23.822]} {[23.494]} {[23.17 ]} {[23.123]} {[23.285]} {[23.45 ]} {[23.608]} {[23.769]} {[26.709]} {[31.785]} {[28.153]} {[24.436]} {[24.145]} {[23.829]} {[23.496]} {[23.165]} {[22.853]} {[23.012]} {[23.183]} {[23.356]} {[23.582]} {[26.42 ]} {[31.094]} {[30.812]} {[24.717]} {[24.139]} {[23.822]} {[23.494]} {[23.17 ]} {[23.123]} {[23.285]} {[23.45 ]} {[23.608]} {[23.769]} {[26.709]} {[31.785]} {[36.026]} {[26.94 ]} {[24.131]} {[23.81 ]} {[23.493]} {[23.256]} {[23.406]} {[23.574]} {[23.737]} {[23.889]} {[24.278]} {[27.716]} {[34.55 ]} {[50.122]} {[30.177]} {[26.088]} {[24.022]} {[23.512]} {[23.526]} {[23.686]} {[23.858]} {[24.021]} {[24.169]} {[25.397]} {[30.13 ]} {[45.48 ]} {[0.0 ]} {[35.951]} {[29.164]} {[26.396]} {[24.779]} {[23.798]} {[23.958]} {[24.127]} {[24.283]} {[24.427]} {[27.844]} {[37.946]} {[0.0 ]} {[0.0 ]} {[55.954]} {[34.566]} {[30.071]} {[27.878]} {[26.583]} {[25.804]} {[25.429]} {[25.501]} {[27.07 ]} {[36.565]} {[0.0 ]} {[0.0 ]} {[0.0 ]} {[0.0 ]} {[51.813]} {[37.999]} {[33.961]} {[32.183]} {[31.601]} {[32.211]} {[35.215]} {[52.936]} {[0.0 ]} {[0.0 ]} {[0.0 ]} C(:,:,2) = {[0.0 ]} {[49.05 ]} {[35.331]} {[31.099]} {[28.957]} {[27.74 ]} {[27.105]} {[26.972]} {[27.462]} {[29.149]} {[39.544]} {[0.0 ]} {[0.0 ]} {[74.736]} {[34.908]} {[29.345]} {[26.731]} {[25.161]} {[24.127]} {[23.794]} {[24.029]} {[24.246]} {[24.441]} {[27.558]} {[38.069]} {[0.0 ]} {[39.581]} {[29.536]} {[26.008]} {[24.046]} {[23.03 ]} {[23.223]} {[23.452]} {[23.686]} {[23.905]} {[24.103]} {[24.492]} {[29.134]} {[41.641]} {[32.201]} {[26.353]} {[23.717]} {[23.234]} {[22.86 ]} {[22.9 ]} {[23.113]} {[23.336]} {[23.548]} {[23.742]} {[23.924]} {[26.267]} {[32.06 ]} {[28.3 ]} {[24.112]} {[23.673]} {[23.263]} {[22.867]} {[22.581]} {[22.774]} {[22.981]} {[23.182]} {[23.37 ]} {[23.546]} {[24.92 ]} {[29.03 ]} {[25.708]} {[24.111]} {[23.704]} {[23.289]} {[22.88 ]} {[22.493]} {[22.443]} {[22.633]} {[22.825]} {[23.007]} {[23.182]} {[24.271]} {[27.766]} {[24.708]} {[24.12 ]} {[23.716]} {[23.299]} {[22.886]} {[22.493]} {[22.133]} {[22.311]} {[22.497]} {[22.681]} {[22.866]} {[24.074]} {[27.403]} {[25.708]} {[24.111]} {[23.704]} {[23.289]} {[22.88 ]} {[22.493]} {[22.443]} {[22.633]} {[22.825]} {[23.007]} {[23.182]} {[24.271]} {[27.766]} {[28.3 ]} {[24.112]} {[23.673]} {[23.263]} {[22.867]} {[22.581]} {[22.774]} {[22.981]} {[23.182]} {[23.37 ]} {[23.546]} {[24.92 ]} {[29.03 ]} {[32.201]} {[26.353]} {[23.717]} {[23.234]} {[22.86 ]} {[22.9 ]} {[23.113]} {[23.336]} {[23.548]} {[23.742]} {[23.924]} {[26.267]} {[32.06 ]} {[39.581]} {[29.536]} {[26.008]} {[24.046]} {[23.03 ]} {[23.223]} {[23.452]} {[23.686]} {[23.905]} {[24.103]} {[24.492]} {[29.134]} {[41.641]} {[74.736]} {[34.908]} {[29.345]} {[26.731]} {[25.161]} {[24.127]} {[23.794]} {[24.029]} {[24.246]} {[24.441]} {[27.558]} {[38.069]} {[0.0 ]} {[0.0 ]} {[49.05 ]} {[35.331]} {[31.099]} {[28.957]} {[27.74 ]} {[27.105]} {[26.972]} {[27.462]} {[29.149]} {[39.544]} {[0.0 ]} {[0.0 ]} C(:,:,3) = {[67.164]} {[35.879]} {[30.229]} {[27.557]} {[25.995]} {[25.024]} {[24.451]} {[24.212]} {[24.334]} {[25.008]} {[29.029]} {[46.41 ]} {[0.0 ]} {[38.756]} {[29.775]} {[26.296]} {[24.335]} {[23.058]} {[22.807]} {[23.102]} {[23.399]} {[23.679]} {[23.935]} {[24.301]} {[29.786]} {[46.698]} {[31.586]} {[26.299]} {[23.726]} {[22.398]} {[22.176]} {[22.418]} {[22.694]} {[22.976]} {[23.246]} {[23.497]} {[23.73 ]} {[25.685]} {[31.93 ]} {[27.695]} {[23.899]} {[22.909]} {[22.43 ]} {[21.995]} {[22.048]} {[22.297]} {[22.556]} {[22.808]} {[23.045]} {[23.266]} {[23.814]} {[27.819]} {[25.069]} {[23.471]} {[22.961]} {[22.47 ]} {[22.014]} {[21.696]} {[21.915]} {[22.147]} {[22.377]} {[22.597]} {[22.804]} {[23.01 ]} {[25.983]} {[24.012]} {[23.507]} {[22.998]} {[22.501]} {[22.033]} {[21.609]} {[21.557]} {[21.762]} {[21.97 ]} {[22.173]} {[22.37 ]} {[22.567]} {[25.12 ]} {[24.019]} {[23.52 ]} {[23.012]} {[22.512]} {[22.041]} {[21.611]} {[21.232]} {[21.415]} {[21.606]} {[21.798]} {[21.992]} {[22.191]} {[24.862]} {[24.012]} {[23.507]} {[22.998]} {[22.501]} {[22.033]} {[21.609]} {[21.557]} {[21.762]} {[21.97 ]} {[22.173]} {[22.37 ]} {[22.567]} {[25.12 ]} {[25.069]} {[23.471]} {[22.961]} {[22.47 ]} {[22.014]} {[21.696]} {[21.915]} {[22.147]} {[22.377]} {[22.597]} {[22.804]} {[23.01 ]} {[25.983]} {[27.695]} {[23.899]} {[22.909]} {[22.43 ]} {[21.995]} {[22.048]} {[22.297]} {[22.556]} {[22.808]} {[23.045]} {[23.266]} {[23.814]} {[27.819]} {[31.586]} {[26.299]} {[23.726]} {[22.398]} {[22.176]} {[22.418]} {[22.694]} {[22.976]} {[23.246]} {[23.497]} {[23.73 ]} {[25.685]} {[31.93 ]} {[38.756]} {[29.775]} {[26.296]} {[24.335]} {[23.058]} {[22.807]} {[23.102]} {[23.399]} {[23.679]} {[23.935]} {[24.301]} {[29.786]} {[46.698]} {[67.164]} {[35.879]} {[30.229]} {[27.557]} {[25.995]} {[25.024]} {[24.451]} {[24.212]} {[24.334]} {[25.008]} {[29.029]} {[46.41 ]} {[0.0 ]} C(:,:,4) = {[40.985]} {[30.788]} {[27.056]} {[25.031]} {[23.769]} {[22.95 ]} {[22.71 ]} {[23.068]} {[23.409]} {[23.727]} {[25.341]} {[33.801]} {[85.345]} {[32.201]} {[26.675]} {[24.018]} {[22.399]} {[21.565]} {[21.871]} {[22.207]} {[22.55 ]} {[22.883]} {[23.198]} {[23.497]} {[26.249]} {[34.903]} {[27.831]} {[23.984]} {[21.935]} {[21.406]} {[21.158]} {[21.427]} {[21.731]} {[22.047]} {[22.361]} {[22.661]} {[22.947]} {[23.386]} {[27.93 ]} {[24.981]} {[22.587]} {[21.987]} {[21.44 ]} {[20.959]} {[21.016]} {[21.283]} {[21.565]} {[21.85 ]} {[22.127]} {[22.395]} {[22.657]} {[25.138]} {[23.266]} {[22.639]} {[22.037]} {[21.478]} {[20.978]} {[20.645]} {[20.872]} {[21.116]} {[21.367]} {[21.617]} {[21.862]} {[22.103]} {[23.741]} {[23.292]} {[22.675]} {[22.072]} {[21.506]} {[20.996]} {[20.557]} {[20.506]} {[20.714]} {[20.93 ]} {[21.151]} {[21.373]} {[21.597]} {[23.053]} {[23.303]} {[22.688]} {[22.084]} {[21.516]} {[21.004]} {[20.561]} {[20.19 ]} {[20.366]} {[20.553]} {[20.749]} {[20.955]} {[21.171]} {[22.843]} {[23.292]} {[22.675]} {[22.072]} {[21.506]} {[20.996]} {[20.557]} {[20.506]} {[20.714]} {[20.93 ]} {[21.151]} {[21.373]} {[21.597]} {[23.053]} {[23.266]} {[22.639]} {[22.037]} {[21.478]} {[20.978]} {[20.645]} {[20.872]} {[21.116]} {[21.367]} {[21.617]} {[21.862]} {[22.103]} {[23.741]} {[24.981]} {[22.587]} {[21.987]} {[21.44 ]} {[20.959]} {[21.016]} {[21.283]} {[21.565]} {[21.85 ]} {[22.127]} {[22.395]} {[22.657]} {[25.138]} {[27.831]} {[23.984]} {[21.935]} {[21.406]} {[21.158]} {[21.427]} {[21.731]} {[22.047]} {[22.361]} {[22.661]} {[22.947]} {[23.386]} {[27.93 ]} {[32.201]} {[26.675]} {[24.018]} {[22.399]} {[21.565]} {[21.871]} {[22.207]} {[22.55 ]} {[22.883]} {[23.198]} {[23.497]} {[26.249]} {[34.903]} {[40.985]} {[30.788]} {[27.056]} {[25.031]} {[23.769]} {[22.95 ]} {[22.71 ]} {[23.068]} {[23.409]} {[23.727]} {[25.341]} {[33.801]} {[85.345]} C(:,:,5) = {[34.111]} {[27.572]} {[24.699]} {[23.039]} {[21.968]} {[21.337]} {[21.73 ]} {[22.131]} {[22.526]} {[22.908]} {[23.278]} {[29.356]} {[49.069]} {[28.604]} {[24.393]} {[22.182]} {[20.777]} {[20.47 ]} {[20.789]} {[21.146]} {[21.52 ]} {[21.897]} {[22.269]} {[22.631]} {[23.987]} {[30.381]} {[25.323]} {[22.15 ]} {[20.873]} {[20.292]} {[20.019]} {[20.29 ]} {[20.602]} {[20.938]} {[21.286]} {[21.635]} {[21.981]} {[22.324]} {[25.392]} {[22.989]} {[21.589]} {[20.91 ]} {[20.307]} {[19.798]} {[19.847]} {[20.111]} {[20.402]} {[20.71 ]} {[21.028]} {[21.347]} {[21.667]} {[23.126]} {[22.362]} {[21.629]} {[20.943]} {[20.327]} {[19.803]} {[19.469]} {[19.685]} {[19.928]} {[20.191]} {[20.47 ]} {[20.757]} {[21.048]} {[21.942]} {[22.386]} {[21.655]} {[20.964]} {[20.341]} {[19.81 ]} {[19.381]} {[19.332]} {[19.528]} {[19.745]} {[19.982]} {[20.234]} {[20.497]} {[21.349]} {[22.394]} {[21.664]} {[20.971]} {[20.346]} {[19.814]} {[19.382]} {[19.047]} {[19.203]} {[19.379]} {[19.578]} {[19.8 ]} {[20.042]} {[21.167]} {[22.386]} {[21.655]} {[20.964]} {[20.341]} {[19.81 ]} {[19.381]} {[19.332]} {[19.528]} {[19.745]} {[19.982]} {[20.234]} {[20.497]} {[21.349]} {[22.362]} {[21.629]} {[20.943]} {[20.327]} {[19.803]} {[19.469]} {[19.685]} {[19.928]} {[20.191]} {[20.47 ]} {[20.757]} {[21.048]} {[21.942]} {[22.989]} {[21.589]} {[20.91 ]} {[20.307]} {[19.798]} {[19.847]} {[20.111]} {[20.402]} {[20.71 ]} {[21.028]} {[21.347]} {[21.667]} {[23.126]} {[25.323]} {[22.15 ]} {[20.873]} {[20.292]} {[20.019]} {[20.29 ]} {[20.602]} {[20.938]} {[21.286]} {[21.635]} {[21.981]} {[22.324]} {[25.392]} {[28.604]} {[24.393]} {[22.182]} {[20.777]} {[20.47 ]} {[20.789]} {[21.146]} {[21.52 ]} {[21.897]} {[22.269]} {[22.631]} {[23.987]} {[30.381]} {[34.111]} {[27.572]} {[24.699]} {[23.039]} {[21.968]} {[21.337]} {[21.73 ]} {[22.131]} {[22.526]} {[22.908]} {[23.278]} {[29.356]} {[49.069]} C(:,:,6) = {[30.253]} {[25.217]} {[22.843]} {[21.424]} {[20.487]} {[20.23 ]} {[20.633]} {[21.06 ]} {[21.498]} {[21.938]} {[22.378]} {[26.986]} {[41.194]} {[26.141]} {[22.603]} {[20.676]} {[19.421]} {[19.314]} {[19.618]} {[19.968]} {[20.352]} {[20.762]} {[21.186]} {[21.616]} {[22.364]} {[27.844]} {[23.454]} {[20.656]} {[19.733]} {[19.12 ]} {[18.831]} {[19.075]} {[19.368]} {[19.7 ]} {[20.067]} {[20.461]} {[20.87 ]} {[21.286]} {[23.562]} {[21.435]} {[20.477]} {[19.733]} {[19.098]} {[18.589]} {[18.618]} {[18.853]} {[19.129]} {[19.444]} {[19.796]} {[20.171]} {[20.557]} {[21.535]} {[21.321]} {[20.486]} {[19.729]} {[19.083]} {[18.567]} {[18.254]} {[18.439]} {[18.659]} {[18.919]} {[19.218]} {[19.548]} {[19.895]} {[20.467]} {[21.329]} {[20.49 ]} {[19.725]} {[19.073]} {[18.555]} {[18.167]} {[18.123]} {[18.293]} {[18.498]} {[18.742]} {[19.022]} {[19.328]} {[19.935]} {[21.332]} {[20.491]} {[19.722]} {[19.069]} {[18.552]} {[18.165]} {[17.887]} {[18.015]} {[18.173]} {[18.369]} {[18.605]} {[18.874]} {[19.772]} {[21.329]} {[20.49 ]} {[19.725]} {[19.073]} {[18.555]} {[18.167]} {[18.123]} {[18.293]} {[18.498]} {[18.742]} {[19.022]} {[19.328]} {[19.935]} {[21.321]} {[20.486]} {[19.729]} {[19.083]} {[18.567]} {[18.254]} {[18.439]} {[18.659]} {[18.919]} {[19.218]} {[19.548]} {[19.895]} {[20.467]} {[21.435]} {[20.477]} {[19.733]} {[19.098]} {[18.589]} {[18.618]} {[18.853]} {[19.129]} {[19.444]} {[19.796]} {[20.171]} {[20.557]} {[21.535]} {[23.454]} {[20.656]} {[19.733]} {[19.12 ]} {[18.831]} {[19.075]} {[19.368]} {[19.7 ]} {[20.067]} {[20.461]} {[20.87 ]} {[21.286]} {[23.562]} {[26.141]} {[22.603]} {[20.676]} {[19.421]} {[19.314]} {[19.618]} {[19.968]} {[20.352]} {[20.762]} {[21.186]} {[21.616]} {[22.364]} {[27.844]} {[30.253]} {[25.217]} {[22.843]} {[21.424]} {[20.487]} {[20.23 ]} {[20.633]} {[21.06 ]} {[21.498]} {[21.938]} {[22.378]} {[26.986]} {[41.194]} C(:,:,7) = {[27.648]} {[23.408]} {[21.374]} {[20.133]} {[19.292]} {[19.105]} {[19.485]} {[19.908]} {[20.371]} {[20.863]} {[21.373]} {[25.712]} {[38.818]} {[24.33 ]} {[21.186]} {[19.463]} {[18.321]} {[18.21 ]} {[18.462]} {[18.764]} {[19.121]} {[19.537]} {[20.002]} {[20.499]} {[21.2 ]} {[26.357]} {[22.029]} {[19.452]} {[18.608]} {[18.018]} {[17.748]} {[17.933]} {[18.16 ]} {[18.44 ]} {[18.79 ]} {[19.208]} {[19.675]} {[20.167]} {[22.217]} {[20.222]} {[19.318]} {[18.555]} {[17.959]} {[17.525]} {[17.54 ]} {[17.706]} {[17.912]} {[18.183]} {[18.532]} {[18.945]} {[19.394]} {[20.275]} {[20.193]} {[19.279]} {[18.502]} {[17.908]} {[17.496]} {[17.264]} {[17.401]} {[17.55 ]} {[17.744]} {[18.011]} {[18.348]} {[18.735]} {[19.276]} {[20.174]} {[19.247]} {[18.46 ]} {[17.872]} {[17.481]} {[17.211]} {[17.183]} {[17.304]} {[17.442]} {[17.632]} {[17.89 ]} {[18.205]} {[18.79 ]} {[20.167]} {[19.234]} {[18.444]} {[17.858]} {[17.476]} {[17.216]} {[16.987]} {[17.094]} {[17.204]} {[17.347]} {[17.547]} {[17.806]} {[18.644]} {[20.174]} {[19.247]} {[18.46 ]} {[17.872]} {[17.481]} {[17.211]} {[17.183]} {[17.304]} {[17.442]} {[17.632]} {[17.89 ]} {[18.205]} {[18.79 ]} {[20.193]} {[19.279]} {[18.502]} {[17.908]} {[17.496]} {[17.264]} {[17.401]} {[17.55 ]} {[17.744]} {[18.011]} {[18.348]} {[18.735]} {[19.276]} {[20.222]} {[19.318]} {[18.555]} {[17.959]} {[17.525]} {[17.54 ]} {[17.706]} {[17.912]} {[18.183]} {[18.532]} {[18.945]} {[19.394]} {[20.275]} {[22.029]} {[19.452]} {[18.608]} {[18.018]} {[17.748]} {[17.933]} {[18.16 ]} {[18.44 ]} {[18.79 ]} {[19.208]} {[19.675]} {[20.167]} {[22.217]} {[24.33 ]} {[21.186]} {[19.463]} {[18.321]} {[18.21 ]} {[18.462]} {[18.764]} {[19.121]} {[19.537]} {[20.002]} {[20.499]} {[21.2 ]} {[26.357]} {[27.648]} {[23.408]} {[21.374]} {[20.133]} {[19.292]} {[19.105]} {[19.485]} {[19.908]} {[20.371]} {[20.863]} {[21.373]} {[25.712]} {[38.818]}
unique(cellfun(@class,C,'uni',0))
ans = 1×1 cell array
{'sym'}
Here is one approach if you want to convert them to a numeric array:
A = cellfun(@double,C)
A =
A(:,:,1) = 0 0 51.8129 37.9991 33.9610 32.1825 31.6014 32.2106 35.2151 52.9362 0 0 0 0 55.9540 34.5661 30.0713 27.8779 26.5829 25.8043 25.4292 25.5006 27.0699 36.5650 0 0 0 35.9509 29.1641 26.3957 24.7788 23.7977 23.9580 24.1269 24.2830 24.4267 27.8435 37.9456 0 50.1219 30.1774 26.0879 24.0218 23.5125 23.5259 23.6859 23.8580 24.0205 24.1686 25.3965 30.1300 45.4804 36.0255 26.9401 24.1305 23.8095 23.4930 23.2557 23.4060 23.5739 23.7374 23.8891 24.2780 27.7158 34.5504 30.8124 24.7168 24.1394 23.8224 23.4940 23.1699 23.1230 23.2851 23.4496 23.6077 23.7688 26.7093 31.7850 28.1528 24.4356 24.1453 23.8287 23.4963 23.1649 22.8528 23.0124 23.1829 23.3558 23.5818 26.4205 31.0941 30.8124 24.7168 24.1394 23.8224 23.4940 23.1699 23.1230 23.2851 23.4496 23.6077 23.7688 26.7093 31.7850 36.0255 26.9401 24.1305 23.8095 23.4930 23.2557 23.4060 23.5739 23.7374 23.8891 24.2780 27.7158 34.5504 50.1219 30.1774 26.0879 24.0218 23.5125 23.5259 23.6859 23.8580 24.0205 24.1686 25.3965 30.1300 45.4804 0 35.9509 29.1641 26.3957 24.7788 23.7977 23.9580 24.1269 24.2830 24.4267 27.8435 37.9456 0 0 55.9540 34.5661 30.0713 27.8779 26.5829 25.8043 25.4292 25.5006 27.0699 36.5650 0 0 0 0 51.8129 37.9991 33.9610 32.1825 31.6014 32.2106 35.2151 52.9362 0 0 0 A(:,:,2) = 0 49.0502 35.3315 31.0986 28.9570 27.7404 27.1050 26.9717 27.4623 29.1488 39.5440 0 0 74.7361 34.9082 29.3452 26.7307 25.1607 24.1272 23.7942 24.0290 24.2456 24.4412 27.5581 38.0688 0 39.5814 29.5360 26.0081 24.0455 23.0303 23.2229 23.4523 23.6861 23.9052 24.1028 24.4920 29.1344 41.6406 32.2012 26.3527 23.7175 23.2337 22.8602 22.8996 23.1132 23.3359 23.5484 23.7423 23.9236 26.2668 32.0597 28.3003 24.1123 23.6735 23.2628 22.8670 22.5810 22.7739 22.9807 23.1824 23.3700 23.5456 24.9197 29.0304 25.7081 24.1114 23.7042 23.2890 22.8803 22.4935 22.4429 22.6335 22.8245 23.0073 23.1824 24.2705 27.7658 24.7084 24.1204 23.7159 23.2991 22.8863 22.4931 22.1330 22.3113 22.4968 22.6815 22.8660 24.0741 27.4034 25.7081 24.1114 23.7042 23.2890 22.8803 22.4935 22.4429 22.6335 22.8245 23.0073 23.1824 24.2705 27.7658 28.3003 24.1123 23.6735 23.2628 22.8670 22.5810 22.7739 22.9807 23.1824 23.3700 23.5456 24.9197 29.0304 32.2012 26.3527 23.7175 23.2337 22.8602 22.8996 23.1132 23.3359 23.5484 23.7423 23.9236 26.2668 32.0597 39.5814 29.5360 26.0081 24.0455 23.0303 23.2229 23.4523 23.6861 23.9052 24.1028 24.4920 29.1344 41.6406 74.7361 34.9082 29.3452 26.7307 25.1607 24.1272 23.7942 24.0290 24.2456 24.4412 27.5581 38.0688 0 0 49.0502 35.3315 31.0986 28.9570 27.7404 27.1050 26.9717 27.4623 29.1488 39.5440 0 0 A(:,:,3) = 67.1641 35.8788 30.2290 27.5571 25.9951 25.0238 24.4507 24.2122 24.3339 25.0083 29.0294 46.4101 0 38.7561 29.7751 26.2963 24.3349 23.0585 22.8069 23.1025 23.3990 23.6789 23.9353 24.3007 29.7860 46.6983 31.5860 26.2994 23.7258 22.3982 22.1759 22.4184 22.6943 22.9761 23.2465 23.4967 23.7299 25.6848 31.9297 27.6950 23.8988 22.9095 22.4296 21.9949 22.0480 22.2967 22.5557 22.8081 23.0450 23.2659 23.8141 27.8192 25.0694 23.4712 22.9606 22.4700 22.0139 21.6963 21.9146 22.1468 22.3769 22.5966 22.8044 23.0096 25.9832 24.0122 23.5065 22.9981 22.5010 22.0331 21.6086 21.5568 21.7623 21.9700 22.1731 22.3698 22.5666 25.1203 24.0193 23.5196 23.0116 22.5124 22.0408 21.6112 21.2321 21.4154 21.6059 21.7981 21.9915 22.1915 24.8620 24.0122 23.5065 22.9981 22.5010 22.0331 21.6086 21.5568 21.7623 21.9700 22.1731 22.3698 22.5666 25.1203 25.0694 23.4712 22.9606 22.4700 22.0139 21.6963 21.9146 22.1468 22.3769 22.5966 22.8044 23.0096 25.9832 27.6950 23.8988 22.9095 22.4296 21.9949 22.0480 22.2967 22.5557 22.8081 23.0450 23.2659 23.8141 27.8192 31.5860 26.2994 23.7258 22.3982 22.1759 22.4184 22.6943 22.9761 23.2465 23.4967 23.7299 25.6848 31.9297 38.7561 29.7751 26.2963 24.3349 23.0585 22.8069 23.1025 23.3990 23.6789 23.9353 24.3007 29.7860 46.6983 67.1641 35.8788 30.2290 27.5571 25.9951 25.0238 24.4507 24.2122 24.3339 25.0083 29.0294 46.4101 0 A(:,:,4) = 40.9849 30.7881 27.0561 25.0308 23.7688 22.9497 22.7101 23.0675 23.4087 23.7274 25.3409 33.8012 85.3446 32.2011 26.6746 24.0185 22.3989 21.5652 21.8710 22.2074 22.5502 22.8834 23.1983 23.4974 26.2491 34.9027 27.8305 23.9840 21.9347 21.4065 21.1579 21.4268 21.7311 22.0475 22.3607 22.6614 22.9474 23.3863 27.9302 24.9813 22.5869 21.9872 21.4402 20.9594 21.0161 21.2826 21.5650 21.8495 22.1274 22.3948 22.6573 25.1377 23.2657 22.6386 22.0374 21.4779 20.9784 20.6448 20.8716 21.1164 21.3672 21.6168 21.8616 22.1035 23.7407 23.2924 22.6751 22.0720 21.5056 20.9965 20.5573 20.5062 20.7137 20.9301 21.1507 21.3729 21.5975 23.0528 23.3027 22.6881 22.0843 21.5157 21.0036 20.5608 20.1903 20.3656 20.5526 20.7492 20.9549 21.1706 22.8433 23.2924 22.6751 22.0720 21.5056 20.9965 20.5573 20.5062 20.7137 20.9301 21.1507 21.3729 21.5975 23.0528 23.2657 22.6386 22.0374 21.4779 20.9784 20.6448 20.8716 21.1164 21.3672 21.6168 21.8616 22.1035 23.7407 24.9813 22.5869 21.9872 21.4402 20.9594 21.0161 21.2826 21.5650 21.8495 22.1274 22.3948 22.6573 25.1377 27.8305 23.9840 21.9347 21.4065 21.1579 21.4268 21.7311 22.0475 22.3607 22.6614 22.9474 23.3863 27.9302 32.2011 26.6746 24.0185 22.3989 21.5652 21.8710 22.2074 22.5502 22.8834 23.1983 23.4974 26.2491 34.9027 40.9849 30.7881 27.0561 25.0308 23.7688 22.9497 22.7101 23.0675 23.4087 23.7274 25.3409 33.8012 85.3446 A(:,:,5) = 34.1106 27.5717 24.6991 23.0389 21.9677 21.3371 21.7297 22.1309 22.5263 22.9076 23.2783 29.3560 49.0686 28.6042 24.3934 22.1821 20.7773 20.4696 20.7893 21.1460 21.5199 21.8974 22.2689 22.6310 23.9867 30.3812 25.3225 22.1501 20.8735 20.2919 20.0189 20.2900 20.6023 20.9381 21.2856 21.6355 21.9809 22.3245 25.3915 22.9890 21.5890 20.9101 20.3074 19.7979 19.8466 20.1109 20.4017 20.7099 21.0276 21.3475 21.6666 23.1264 22.3617 21.6291 20.9426 20.3269 19.8027 19.4687 19.6853 19.9284 20.1915 20.4697 20.7570 21.0483 21.9419 22.3856 21.6554 20.9639 20.3412 19.8104 19.3806 19.3316 19.5282 19.7455 19.9819 20.2341 20.4974 21.3489 22.3942 21.6644 20.9711 20.3464 19.8138 19.3823 19.0471 19.2027 19.3791 19.5784 19.8002 20.0418 21.1673 22.3856 21.6554 20.9639 20.3412 19.8104 19.3806 19.3316 19.5282 19.7455 19.9819 20.2341 20.4974 21.3489 22.3617 21.6291 20.9426 20.3269 19.8027 19.4687 19.6853 19.9284 20.1915 20.4697 20.7570 21.0483 21.9419 22.9890 21.5890 20.9101 20.3074 19.7979 19.8466 20.1109 20.4017 20.7099 21.0276 21.3475 21.6666 23.1264 25.3225 22.1501 20.8735 20.2919 20.0189 20.2900 20.6023 20.9381 21.2856 21.6355 21.9809 22.3245 25.3915 28.6042 24.3934 22.1821 20.7773 20.4696 20.7893 21.1460 21.5199 21.8974 22.2689 22.6310 23.9867 30.3812 34.1106 27.5717 24.6991 23.0389 21.9677 21.3371 21.7297 22.1309 22.5263 22.9076 23.2783 29.3560 49.0686 A(:,:,6) = 30.2532 25.2166 22.8425 21.4243 20.4866 20.2304 20.6334 21.0596 21.4976 21.9380 22.3775 26.9865 41.1938 26.1408 22.6034 20.6758 19.4206 19.3136 19.6181 19.9684 20.3525 20.7616 21.1860 21.6161 22.3636 27.8440 23.4544 20.6560 19.7334 19.1197 18.8310 19.0755 19.3677 19.6996 20.0668 20.4612 20.8705 21.2861 23.5623 21.4346 20.4766 19.7326 19.0983 18.5886 18.6179 18.8532 19.1286 19.4442 19.7955 20.1707 20.5569 21.5353 21.3211 20.4862 19.7294 19.0833 18.5666 18.2544 18.4393 18.6594 18.9188 19.2177 19.5476 19.8954 20.4673 21.3295 20.4899 19.7246 19.0728 18.5552 18.1672 18.1226 18.2930 18.4979 18.7420 19.0219 19.3276 19.9346 21.3322 20.4905 19.7223 19.0688 18.5516 18.1652 17.8874 18.0150 18.1727 18.3687 18.6045 18.8741 19.7722 21.3295 20.4899 19.7246 19.0728 18.5552 18.1672 18.1226 18.2930 18.4979 18.7420 19.0219 19.3276 19.9346 21.3211 20.4862 19.7294 19.0833 18.5666 18.2544 18.4393 18.6594 18.9188 19.2177 19.5476 19.8954 20.4673 21.4346 20.4766 19.7326 19.0983 18.5886 18.6179 18.8532 19.1286 19.4442 19.7955 20.1707 20.5569 21.5353 23.4544 20.6560 19.7334 19.1197 18.8310 19.0755 19.3677 19.6996 20.0668 20.4612 20.8705 21.2861 23.5623 26.1408 22.6034 20.6758 19.4206 19.3136 19.6181 19.9684 20.3525 20.7616 21.1860 21.6161 22.3636 27.8440 30.2532 25.2166 22.8425 21.4243 20.4866 20.2304 20.6334 21.0596 21.4976 21.9380 22.3775 26.9865 41.1938 A(:,:,7) = 27.6481 23.4085 21.3738 20.1329 19.2915 19.1053 19.4846 19.9079 20.3707 20.8627 21.3730 25.7121 38.8178 24.3299 21.1865 19.4630 18.3211 18.2099 18.4619 18.7645 19.1214 19.5366 20.0018 20.4994 21.1998 26.3568 22.0285 19.4516 18.6076 18.0182 17.7483 17.9332 18.1596 18.4399 18.7896 19.2077 19.6745 20.1667 22.2172 20.2219 19.3178 18.5552 17.9586 17.5255 17.5395 17.7063 17.9115 18.1831 18.5324 18.9454 19.3944 20.2750 20.1935 19.2788 18.5020 17.9082 17.4959 17.2640 17.4008 17.5497 17.7440 18.0106 18.3485 18.7348 19.2756 20.1744 19.2468 18.4603 17.8716 17.4807 17.2106 17.1828 17.3036 17.4416 17.6318 17.8898 18.2053 18.7899 20.1670 19.2343 18.4443 17.8579 17.4759 17.2159 16.9872 17.0935 17.2036 17.3469 17.5467 17.8061 18.6442 20.1744 19.2468 18.4603 17.8716 17.4807 17.2106 17.1828 17.3036 17.4416 17.6318 17.8898 18.2053 18.7899 20.1935 19.2788 18.5020 17.9082 17.4959 17.2640 17.4008 17.5497 17.7440 18.0106 18.3485 18.7348 19.2756 20.2219 19.3178 18.5552 17.9586 17.5255 17.5395 17.7063 17.9115 18.1831 18.5324 18.9454 19.3944 20.2750 22.0285 19.4516 18.6076 18.0182 17.7483 17.9332 18.1596 18.4399 18.7896 19.2077 19.6745 20.1667 22.2172 24.3299 21.1865 19.4630 18.3211 18.2099 18.4619 18.7645 19.1214 19.5366 20.0018 20.4994 21.1998 26.3568 27.6481 23.4085 21.3738 20.1329 19.2915 19.1053 19.4846 19.9079 20.3707 20.8627 21.3730 25.7121 38.8178

More Answers (1)

Dyuman Joshi
Dyuman Joshi on 3 Aug 2023
Ran in:
Assuming all cell elements are numeric scalars, use cell2mat
%Example
x = num2cell(rand(1,2,3))
x = 1×2×3 cell array
x(:,:,1) = {[0.9447]} {[0.4643]} x(:,:,2) = {[0.1906]} {[0.2361]} x(:,:,3) = {[0.8535]} {[0.0739]}
y = cell2mat(x)
y =
y(:,:,1) = 0.9447 0.4643 y(:,:,2) = 0.1906 0.2361 y(:,:,3) = 0.8535 0.0739
  3 Comments
Show 1 older comment
Dyuman Joshi
Dyuman Joshi on 3 Aug 2023
Edited: Dyuman Joshi on 3 Aug 2023
Ran in:
The data you have is not numeric (which is what I assumed above), but symbolic. See below -
load('Motormoment_a.mat')
%Checking data type
class(Ma{1})
ans = 'sym'
You can do this instead -
out = cellfun(@double, Ma)
out =
out(:,:,1) = 0 0 51.8129 37.9991 33.9610 32.1825 31.6014 32.2106 35.2151 52.9362 0 0 0 0 55.9540 34.5661 30.0713 27.8779 26.5829 25.8043 25.4292 25.5006 27.0699 36.5650 0 0 0 35.9509 29.1641 26.3957 24.7788 23.7977 23.9580 24.1269 24.2830 24.4267 27.8435 37.9456 0 50.1219 30.1774 26.0879 24.0218 23.5125 23.5259 23.6859 23.8580 24.0205 24.1686 25.3965 30.1300 45.4804 36.0255 26.9401 24.1305 23.8095 23.4930 23.2557 23.4060 23.5739 23.7374 23.8891 24.2780 27.7158 34.5504 30.8124 24.7168 24.1394 23.8224 23.4940 23.1699 23.1230 23.2851 23.4496 23.6077 23.7688 26.7093 31.7850 28.1528 24.4356 24.1453 23.8287 23.4963 23.1649 22.8528 23.0124 23.1829 23.3558 23.5818 26.4205 31.0941 30.8124 24.7168 24.1394 23.8224 23.4940 23.1699 23.1230 23.2851 23.4496 23.6077 23.7688 26.7093 31.7850 36.0255 26.9401 24.1305 23.8095 23.4930 23.2557 23.4060 23.5739 23.7374 23.8891 24.2780 27.7158 34.5504 50.1219 30.1774 26.0879 24.0218 23.5125 23.5259 23.6859 23.8580 24.0205 24.1686 25.3965 30.1300 45.4804 0 35.9509 29.1641 26.3957 24.7788 23.7977 23.9580 24.1269 24.2830 24.4267 27.8435 37.9456 0 0 55.9540 34.5661 30.0713 27.8779 26.5829 25.8043 25.4292 25.5006 27.0699 36.5650 0 0 0 0 51.8129 37.9991 33.9610 32.1825 31.6014 32.2106 35.2151 52.9362 0 0 0 out(:,:,2) = 0 49.0502 35.3315 31.0986 28.9570 27.7404 27.1050 26.9717 27.4623 29.1488 39.5440 0 0 74.7361 34.9082 29.3452 26.7307 25.1607 24.1272 23.7942 24.0290 24.2456 24.4412 27.5581 38.0688 0 39.5814 29.5360 26.0081 24.0455 23.0303 23.2229 23.4523 23.6861 23.9052 24.1028 24.4920 29.1344 41.6406 32.2012 26.3527 23.7175 23.2337 22.8602 22.8996 23.1132 23.3359 23.5484 23.7423 23.9236 26.2668 32.0597 28.3003 24.1123 23.6735 23.2628 22.8670 22.5810 22.7739 22.9807 23.1824 23.3700 23.5456 24.9197 29.0304 25.7081 24.1114 23.7042 23.2890 22.8803 22.4935 22.4429 22.6335 22.8245 23.0073 23.1824 24.2705 27.7658 24.7084 24.1204 23.7159 23.2991 22.8863 22.4931 22.1330 22.3113 22.4968 22.6815 22.8660 24.0741 27.4034 25.7081 24.1114 23.7042 23.2890 22.8803 22.4935 22.4429 22.6335 22.8245 23.0073 23.1824 24.2705 27.7658 28.3003 24.1123 23.6735 23.2628 22.8670 22.5810 22.7739 22.9807 23.1824 23.3700 23.5456 24.9197 29.0304 32.2012 26.3527 23.7175 23.2337 22.8602 22.8996 23.1132 23.3359 23.5484 23.7423 23.9236 26.2668 32.0597 39.5814 29.5360 26.0081 24.0455 23.0303 23.2229 23.4523 23.6861 23.9052 24.1028 24.4920 29.1344 41.6406 74.7361 34.9082 29.3452 26.7307 25.1607 24.1272 23.7942 24.0290 24.2456 24.4412 27.5581 38.0688 0 0 49.0502 35.3315 31.0986 28.9570 27.7404 27.1050 26.9717 27.4623 29.1488 39.5440 0 0 out(:,:,3) = 67.1641 35.8788 30.2290 27.5571 25.9951 25.0238 24.4507 24.2122 24.3339 25.0083 29.0294 46.4101 0 38.7561 29.7751 26.2963 24.3349 23.0585 22.8069 23.1025 23.3990 23.6789 23.9353 24.3007 29.7860 46.6983 31.5860 26.2994 23.7258 22.3982 22.1759 22.4184 22.6943 22.9761 23.2465 23.4967 23.7299 25.6848 31.9297 27.6950 23.8988 22.9095 22.4296 21.9949 22.0480 22.2967 22.5557 22.8081 23.0450 23.2659 23.8141 27.8192 25.0694 23.4712 22.9606 22.4700 22.0139 21.6963 21.9146 22.1468 22.3769 22.5966 22.8044 23.0096 25.9832 24.0122 23.5065 22.9981 22.5010 22.0331 21.6086 21.5568 21.7623 21.9700 22.1731 22.3698 22.5666 25.1203 24.0193 23.5196 23.0116 22.5124 22.0408 21.6112 21.2321 21.4154 21.6059 21.7981 21.9915 22.1915 24.8620 24.0122 23.5065 22.9981 22.5010 22.0331 21.6086 21.5568 21.7623 21.9700 22.1731 22.3698 22.5666 25.1203 25.0694 23.4712 22.9606 22.4700 22.0139 21.6963 21.9146 22.1468 22.3769 22.5966 22.8044 23.0096 25.9832 27.6950 23.8988 22.9095 22.4296 21.9949 22.0480 22.2967 22.5557 22.8081 23.0450 23.2659 23.8141 27.8192 31.5860 26.2994 23.7258 22.3982 22.1759 22.4184 22.6943 22.9761 23.2465 23.4967 23.7299 25.6848 31.9297 38.7561 29.7751 26.2963 24.3349 23.0585 22.8069 23.1025 23.3990 23.6789 23.9353 24.3007 29.7860 46.6983 67.1641 35.8788 30.2290 27.5571 25.9951 25.0238 24.4507 24.2122 24.3339 25.0083 29.0294 46.4101 0 out(:,:,4) = 40.9849 30.7881 27.0561 25.0308 23.7688 22.9497 22.7101 23.0675 23.4087 23.7274 25.3409 33.8012 85.3446 32.2011 26.6746 24.0185 22.3989 21.5652 21.8710 22.2074 22.5502 22.8834 23.1983 23.4974 26.2491 34.9027 27.8305 23.9840 21.9347 21.4065 21.1579 21.4268 21.7311 22.0475 22.3607 22.6614 22.9474 23.3863 27.9302 24.9813 22.5869 21.9872 21.4402 20.9594 21.0161 21.2826 21.5650 21.8495 22.1274 22.3948 22.6573 25.1377 23.2657 22.6386 22.0374 21.4779 20.9784 20.6448 20.8716 21.1164 21.3672 21.6168 21.8616 22.1035 23.7407 23.2924 22.6751 22.0720 21.5056 20.9965 20.5573 20.5062 20.7137 20.9301 21.1507 21.3729 21.5975 23.0528 23.3027 22.6881 22.0843 21.5157 21.0036 20.5608 20.1903 20.3656 20.5526 20.7492 20.9549 21.1706 22.8433 23.2924 22.6751 22.0720 21.5056 20.9965 20.5573 20.5062 20.7137 20.9301 21.1507 21.3729 21.5975 23.0528 23.2657 22.6386 22.0374 21.4779 20.9784 20.6448 20.8716 21.1164 21.3672 21.6168 21.8616 22.1035 23.7407 24.9813 22.5869 21.9872 21.4402 20.9594 21.0161 21.2826 21.5650 21.8495 22.1274 22.3948 22.6573 25.1377 27.8305 23.9840 21.9347 21.4065 21.1579 21.4268 21.7311 22.0475 22.3607 22.6614 22.9474 23.3863 27.9302 32.2011 26.6746 24.0185 22.3989 21.5652 21.8710 22.2074 22.5502 22.8834 23.1983 23.4974 26.2491 34.9027 40.9849 30.7881 27.0561 25.0308 23.7688 22.9497 22.7101 23.0675 23.4087 23.7274 25.3409 33.8012 85.3446 out(:,:,5) = 34.1106 27.5717 24.6991 23.0389 21.9677 21.3371 21.7297 22.1309 22.5263 22.9076 23.2783 29.3560 49.0686 28.6042 24.3934 22.1821 20.7773 20.4696 20.7893 21.1460 21.5199 21.8974 22.2689 22.6310 23.9867 30.3812 25.3225 22.1501 20.8735 20.2919 20.0189 20.2900 20.6023 20.9381 21.2856 21.6355 21.9809 22.3245 25.3915 22.9890 21.5890 20.9101 20.3074 19.7979 19.8466 20.1109 20.4017 20.7099 21.0276 21.3475 21.6666 23.1264 22.3617 21.6291 20.9426 20.3269 19.8027 19.4687 19.6853 19.9284 20.1915 20.4697 20.7570 21.0483 21.9419 22.3856 21.6554 20.9639 20.3412 19.8104 19.3806 19.3316 19.5282 19.7455 19.9819 20.2341 20.4974 21.3489 22.3942 21.6644 20.9711 20.3464 19.8138 19.3823 19.0471 19.2027 19.3791 19.5784 19.8002 20.0418 21.1673 22.3856 21.6554 20.9639 20.3412 19.8104 19.3806 19.3316 19.5282 19.7455 19.9819 20.2341 20.4974 21.3489 22.3617 21.6291 20.9426 20.3269 19.8027 19.4687 19.6853 19.9284 20.1915 20.4697 20.7570 21.0483 21.9419 22.9890 21.5890 20.9101 20.3074 19.7979 19.8466 20.1109 20.4017 20.7099 21.0276 21.3475 21.6666 23.1264 25.3225 22.1501 20.8735 20.2919 20.0189 20.2900 20.6023 20.9381 21.2856 21.6355 21.9809 22.3245 25.3915 28.6042 24.3934 22.1821 20.7773 20.4696 20.7893 21.1460 21.5199 21.8974 22.2689 22.6310 23.9867 30.3812 34.1106 27.5717 24.6991 23.0389 21.9677 21.3371 21.7297 22.1309 22.5263 22.9076 23.2783 29.3560 49.0686 out(:,:,6) = 30.2532 25.2166 22.8425 21.4243 20.4866 20.2304 20.6334 21.0596 21.4976 21.9380 22.3775 26.9865 41.1938 26.1408 22.6034 20.6758 19.4206 19.3136 19.6181 19.9684 20.3525 20.7616 21.1860 21.6161 22.3636 27.8440 23.4544 20.6560 19.7334 19.1197 18.8310 19.0755 19.3677 19.6996 20.0668 20.4612 20.8705 21.2861 23.5623 21.4346 20.4766 19.7326 19.0983 18.5886 18.6179 18.8532 19.1286 19.4442 19.7955 20.1707 20.5569 21.5353 21.3211 20.4862 19.7294 19.0833 18.5666 18.2544 18.4393 18.6594 18.9188 19.2177 19.5476 19.8954 20.4673 21.3295 20.4899 19.7246 19.0728 18.5552 18.1672 18.1226 18.2930 18.4979 18.7420 19.0219 19.3276 19.9346 21.3322 20.4905 19.7223 19.0688 18.5516 18.1652 17.8874 18.0150 18.1727 18.3687 18.6045 18.8741 19.7722 21.3295 20.4899 19.7246 19.0728 18.5552 18.1672 18.1226 18.2930 18.4979 18.7420 19.0219 19.3276 19.9346 21.3211 20.4862 19.7294 19.0833 18.5666 18.2544 18.4393 18.6594 18.9188 19.2177 19.5476 19.8954 20.4673 21.4346 20.4766 19.7326 19.0983 18.5886 18.6179 18.8532 19.1286 19.4442 19.7955 20.1707 20.5569 21.5353 23.4544 20.6560 19.7334 19.1197 18.8310 19.0755 19.3677 19.6996 20.0668 20.4612 20.8705 21.2861 23.5623 26.1408 22.6034 20.6758 19.4206 19.3136 19.6181 19.9684 20.3525 20.7616 21.1860 21.6161 22.3636 27.8440 30.2532 25.2166 22.8425 21.4243 20.4866 20.2304 20.6334 21.0596 21.4976 21.9380 22.3775 26.9865 41.1938 out(:,:,7) = 27.6481 23.4085 21.3738 20.1329 19.2915 19.1053 19.4846 19.9079 20.3707 20.8627 21.3730 25.7121 38.8178 24.3299 21.1865 19.4630 18.3211 18.2099 18.4619 18.7645 19.1214 19.5366 20.0018 20.4994 21.1998 26.3568 22.0285 19.4516 18.6076 18.0182 17.7483 17.9332 18.1596 18.4399 18.7896 19.2077 19.6745 20.1667 22.2172 20.2219 19.3178 18.5552 17.9586 17.5255 17.5395 17.7063 17.9115 18.1831 18.5324 18.9454 19.3944 20.2750 20.1935 19.2788 18.5020 17.9082 17.4959 17.2640 17.4008 17.5497 17.7440 18.0106 18.3485 18.7348 19.2756 20.1744 19.2468 18.4603 17.8716 17.4807 17.2106 17.1828 17.3036 17.4416 17.6318 17.8898 18.2053 18.7899 20.1670 19.2343 18.4443 17.8579 17.4759 17.2159 16.9872 17.0935 17.2036 17.3469 17.5467 17.8061 18.6442 20.1744 19.2468 18.4603 17.8716 17.4807 17.2106 17.1828 17.3036 17.4416 17.6318 17.8898 18.2053 18.7899 20.1935 19.2788 18.5020 17.9082 17.4959 17.2640 17.4008 17.5497 17.7440 18.0106 18.3485 18.7348 19.2756 20.2219 19.3178 18.5552 17.9586 17.5255 17.5395 17.7063 17.9115 18.1831 18.5324 18.9454 19.3944 20.2750 22.0285 19.4516 18.6076 18.0182 17.7483 17.9332 18.1596 18.4399 18.7896 19.2077 19.6745 20.1667 22.2172 24.3299 21.1865 19.4630 18.3211 18.2099 18.4619 18.7645 19.1214 19.5366 20.0018 20.4994 21.1998 26.3568 27.6481 23.4085 21.3738 20.1329 19.2915 19.1053 19.4846 19.9079 20.3707 20.8627 21.3730 25.7121 38.8178
size(out)
ans = 1×3
13 13 7
Richard
Richard on 3 Aug 2023
Thank you very much guys, exactly what i needed

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