energy dissipation
energy dispersion

Energy dissipation in strong jumps can reach up to 85%.

These surface riffles generally result in very little energy dissipation.

This is, of course, equal to the energy dissipation, ε.

Heat energy dissipation may cause thermal degradation of the insulation, although the level is generally low.

Often, the most important requirement (besides regulating flow) is energy dissipation.

Still another use for manmade hydraulic jumps is energy dissipation.

Damping causes energy dissipation and has a secondary effect on natural frequency.

Strong jumps are characterized by a jump action that is very rough resulting in a high energy dissipation rate.

The higher the resistance value the higher the braking energy dissipation inside the motor.

Resistance may change when a fuse becomes hot due to energy dissipation while conducting higher currents.

Steady jumps are generally well-balanced and the energy dissipation is usually considerable (45-70%).

The Cooper pair fluid is thus a superfluid, meaning it can flow without energy dissipation.

Sediment is collected and sorted in scour pools, which provide energy dissipation.

However, the energy dissipation arrangements of the dam have been damaged, several times since it was built, by floods and bombing raids.

This leads to energy dissipation and causes the material to display a small amount of electrical resistance while in the superconducting state.

Here we will assume that the applied voltage remains constant and solve for the energy dissipation during a single switching event.

The hydraulic jump is the most commonly used choice of design engineers for energy dissipation below spillways and outlets.

When a wave propagates through subsurface materials both energy dissipation and velocity dispersion takes place.

Attenuation determines M", which is a measure of viscous properties, energy dissipation.

The friction generated by the relative motion of the two surfaces that press against each other is a source of energy dissipation.

This inequality is a statement concerning the irreversibility of natural processes, especially when energy dissipation is involved.

After the waves break, the wave energy flux is no longer constant, but decreasing due to energy dissipation.

Surely the real answer has to do with a very slow rate of energy dissipation due to the lack of air friction?)

Substantial energy dissipation is achieved by the willows and cattails that choke the creek in this reach.