# SimPEG.simulation.ExponentialSinusoidSimulation#

class SimPEG.simulation.ExponentialSinusoidSimulation(n_kernels=20, p=- 0.25, q=0.25, j0=0.0, jn=60.0, **kwargs)[source]#

This is the simulation class for the linear problem consisting of exponentially decaying sinusoids. The rows of the G matrix are

$\int_x e^{p j_k x} \cos(\pi q j_k x) \quad, j_k \in [j_0, ..., j_n]$

Attributes

 G Matrix whose rows are the kernel functions j0 Maximum value for $$j_k = j_0$$. jk Parameters controlling the spread of kernel functions jn Maximum value for $$j_k = j_n$$. n_kernels The number of kernels for the linear problem p Rate of exponential decay of the kernel. q rate of oscillation of the kernel.

Methods

 g(k) Kernel functions for the decaying oscillating exponential functions.