The phrase "amount of dissipation" is correct and usable in written English.
It can be used in contexts discussing energy loss, heat transfer, or the dispersion of substances in various fields such as physics or engineering.
Example: "The amount of dissipation in the system was measured to determine its efficiency."
Alternatives: "degree of dissipation" or "level of dissipation".
Critical times for numerical non-linear instability are investigated along with the determination of the critical amount of dissipation required to achieve stable long-term integrations.
A multiple time scale based analysis of the system elucidates the role of the recursive gain in enhancing the amount of dissipation produced by the control action.
The smaller amount of dissipation enables efficient integration of convection-diffusion equations, where the accumulated error is independent of a small time step dictated by the CFL limitation.
This means constructing a diffusion matrix consisting of eigenvectors parallel and perpendicular to discontinuities and eigenvalues denoting the amount of dissipation depending on the local strength of the gradients.
These directions are used to steer the amount of dissipation, which means suppressing diffusion across the shock front and using the perpendicular direction to enable the necessary diffusion to stabilize the underlying second-order scheme.
We see that the dissipation is finely tuned so that a moving Alfven wave gets just the minimum amount of dissipation that it needs, consistent with numerical stability.
An analysis is presented that connects the bodily flexure of the conductor with the internal interstrand movements and forces, and with the amounts of dissipation that occur self-damping.
The obtained inter-story drift results are indicated the amount of dissipated displacement and energy dissipation is increased in a system by more ductility and deformability.
The energy contribution of each mode is determined using energy spectra and the required amount of energy dissipation is estimated and used to retrofit the original structure with appropriate energy dissipation system.
However, a large amount of oxygen dissipation could still be achieved.
The cyclic lateral load behavior of the walls is nearly nonlinear elastic, with only a small amount of energy dissipation per cycle of loading.
