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  2. The gradient of a scalar function is essentially a vector that represents how much the function changes in each coordinate direction. Now, in polar coordinates, the θ-basis vector originally has a length of r (not the unit vector in the above formula), meaning that its length changes as you go further away from the origin.
    profoundphysics.com/gradient-in-different-coordina…
    The superposition of two counterpropagating beams of light with orthogonal polarizations creates a gradient where the polarization varies in space. The gradient depends on which type of polarization is used.
    en.wikipedia.org/wiki/Polarization_gradient_cooling
     
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  4. WEBI'm not sure on how to find the gradient in polar coordinates. The thing that troubles me the most is how to find the unit vectors ˆr and ˆθ. My approach for the rest is expressing the partial derivatives in respect of r and θ …

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  6. WEBNov 13, 2023 · In this section we will introduce polar coordinates an alternative coordinate system to the ‘normal’ Cartesian/Rectangular coordinate system. We will derive formulas to convert between polar …

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    WEBCalculating derivatives of scalar, vector and tensor functions of position in spherical-polar coordinates is complicated by the fact that the basis vectors are functions of position. The results can be expressed in a compact …

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