TOP MENUWhat is a vector field. How is it different from a scalar field? |
||||
・Exponential function ・Arctan, tanh ・Matrix multiplication ・Transposed matrix ・Fourier transform ・Fast Fourier Transform ・Matrix derivative ・Manhattan/Euclidean distance ・Centroid ・Vertical bar ・Gaussian integral ・Cosine similarity ・summation Σ, product Π ・Decibel[dB] ・Numerical Differention ・Induction,deduction,abduction ・Spline curve ・Lagrange's Method of Undetermined Multipliers ・Purpose of the matrix ・Proof by contradiction ・Vector field |
・In Japanese
■What is a vector field? Difference from a scalar field
A vector field is a field that has vector components at a certain point on the coordinate system. In contrast, a scalar field is a field that has only scalar values at a certain point on the coordinate system.
■How to express a vector field
A vector field can be expressed as follows. ■Example of a vector field
Various vector fields can be expressed by changing the coefficients of the matrix as shown below. ■How to draw a vector fieldHow to draw a vector field using Python is explained here.
|
|
||
