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  1. POHow to concatenate data from multiple netCDF files with Python
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    <p>I have some netCDF files, 24 for each of the directions (<code>x</code>, <code>y</code>, <code>z</code>) and 24 with values for different times. At the final point I have to plot the data for all time steps.</p> <p>For the plotting I need to interpolate at specific point so I have to knew the nearest neighbor. My plan is to divide the data in to 3D cells so I don't have to search the nearest neighbor in the whole dataset. </p> <p>So in my first step I read in my data files and create an array witch contains <code>[x,y,z,v[:]]</code> the coordinates of each point and the value for each time.</p> <p>After that I calculate for each point the cell it belongs to and append it to a Array of 4 dimensions: <code>x</code>, <code>y</code>, <code>z</code> and <code>v</code>:</p> <pre><code>for vec in vecs: x_ind = int((vec[0]-xmin) / stepWidthX) y_ind = int((vec[1]-ymin) / stepWidthY) z_ind = int((vec[2]-zmin) / stepWidthZ) if x_ind==gridPointsInXdirection: x_ind = x_ind-1 if y_ind==gridPointsInYdirection: y_ind = y_ind-1 if z_ind==gridPointsInZdirection: z_ind = z_ind-1 #print z_ind, y_ind,x_ind XGridPoints[z_ind, y_ind, x_ind] = np.append(XGridPoints[z_ind, y_ind, x_ind], vec[0]) YGridPoints[z_ind, y_ind, x_ind] = np.append(YGridPoints[z_ind, y_ind, x_ind], vec[1]) ZGridPoints[z_ind, y_ind, x_ind] = np.append(ZGridPoints[z_ind, y_ind, x_ind], vec[2]) VGridPoints[z_ind, y_ind, x_ind] = np.append(VGridPoints[z_ind, y_ind, x_ind], vec[3]) </code></pre> <p>Where <code>vecs</code> is the array with all data points. So far it's working but my problem now is in <code>VGridPoints</code>: I have a long list of values and not a list of arrays. Is there a solution to append an array to an array element so that I can access it later something like:</p> <pre><code>x = XGridPoints[2,3,4][2] y = YGridPoints[2,3,4][2] z = ZGridPoints[2,3,4][2] v[:] = VGridPoints[2,3,4][2] </code></pre> <p>When I take only one time step it's working but I have a large overdrive if I recalculate the cells and the nearest neighbour for each time step and they do not change the location over time.</p>
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