harmonic | A faster and more social way to discover new music

I am trying to plot the DC component of the Fourier Series together with the harmonics in the first panel. But the first panel only outputs the harmonics. Please help me in solving this one. Below is my code and output plot.

I'm writing a code that allows you to run 3 separate spring simulations where you can adjust the mass, spring constant and damping coefficient independently with input boxes. They all come out one after another like box box box box . . . box 9 times. how can I shift them to have them 3 by 3. 3 on the left, 3 in the middle and, 3 on the right? box box box box box box box box box

Contain the necessary files. Add this to your "My Drive". https://drive.google.com/drive/folders/1epROVNfvO10Ksy8CwJQdamSK96JZnWW9?usp=sharing Google colab link with a minimal example: https://colab.research.google.com/drive/18sMqNn8IpTQLZBlInWSbX0ITd2GWDDkz?usp=sharing

This basic block 'module', if you will, is part of a larger network. It all boils down to this block, however, as this is where the convolutions are performed (in this case depthwise separable convolution). The network is seemingly able to train, however, while training (and during all the epochs) a WARNING is thrown out:

For the 1D cosine transform the documentation is clear in here, and I can reproduce it easily:

The formula is:

and here it is reproduced manually, for example for the third harmonic:

I'm new at Digital signal processing. I have to do this exercise using Python:

Analysis of vocal traces with the STFT trying to identify the parts of the signal related to harmonic (vocalized) and non (consonant) sounds. In the case of non-harmonic sounds, you can try to estimate the AR model and then filter out some random noise with the same model. Listening should be able to recognize the original sound.

I'm having a hard time figuring out what to do! I don't really know where to start! I was wondering what the difference was between harmonic (vocalized) and non (consonant) sounds. what is an example of these two types? What topics do I need to know to do this exercise? Can anyone explain this exercise to me please?

In the code taken from: https://tutorials.sciml.ai/html/models/01-classical_physics.html as given below:

Can healpy compute the spherical harmonic transform of a complex-valued map?

When I try this using healpy.sphtfunc.map2alm, there is no warning, but the function gives a_{l,m} only for m>0. This makes sense for real-valued maps, for which a_{l,-m} = (-1)^m * a_{l,m}^*. But for complex-valued functions, this symmetry does not exist.

Thanks!

this is my website that I am developing, and I trying to develop a calculator which depending on the subject and equation your are trying to use, the calculator will give you an answer.

I made two dropdown menus, however, when I hover over the "Physics" menu, for some reason the "Maths" menu is covered. Also, the list for "Physics" is a bit too long and I wanted to make a scroll bar, but I don't know how to.

I tried to look on w3schools and other resources, but I couldn't find a solutions which solved my problem.

I'm trying to construct the position and momentum operators in order to calculate the Hamiltonian of a harmonic oscillator in MATLAB, but I am uncertain if they way I'm doing it is correct.

For the ladder operators I have this code: