Examples of 'power densities' in a sentence
Meaning of "power densities"
Power densities refer to the amount of electrical power or energy that is distributed or concentrated within a given area or volume. It is often expressed in measurements such as watts per square meter (W/m²) or watts per cubic meter (W/m³). Power densities are commonly used in various fields, including electrical engineering, physics, and telecommunications, to analyze, design, and optimize power systems and devices
How to use "power densities" in a sentence
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power densities
The power densities obtained are very high.
The result is high instantaneous power densities.
These power densities are developed in the ablation zone.
Distributions of capacity factors and power densities.
Higher power densities permits higher sputter rates.
All carbon groups showed an increase in power densities.
Wide range of power densities for all types of projects.
In addition it is then possible to use lower focused power densities.
Power densities of common materials.
More uniform current and power densities will be applied.
Power densities clearly carry implications for land use.
This permits high power densities within the waveguide.
Power was varied as described above to maintain comparable power densities.
Excellent power densities.
Higher power densities may be employed if pulsed wave ultrasound is used.
See also
Hence the waveguides exhibit a damagethreshold for high power densities.
Upper level power densities may require the use of a thermal medium.
A good practice is to start out with the power densities specified.
The power densities in the gain medium may then be very high.
Linear detection is preferred because substantially higher power densities are obtained.
High power densities can be transmitted without significant loss at the coupling.
Others are more fl exible and allow relatively high power densities to be achieved.
Better power densities and more accurate density profiles can thus be achieved.
The power curve demonstrates practical power densities in the target temperature range.
Their applicability is however restricted by their inherently poor energy and power densities.
High power densities for the main heating source in areas with limited space.
The highest yields are obtained from frozen fruits and at low power densities.
It also permits the use of higher power densities without melting the bond material.
Wind plants with the largest areas have the lowest power densities.
This close disposition allows higher power densities to be achieved than with conventional arrangements.
The mechanical energy delivered is very inhomogeneous and the power densities are limited.
High power densities are achieved by generating only little losses and a diligently optimized thermal design.
An increasing need moreover exists for fuel cells having high power densities.
In advanced machine designs with increased power densities this extended operating temperature are commonly desired.
It is physically impossible with existing technologies to achieve higher power densities with plasma welding.
High power densities and the flow of electricity through power diodes and transistors generate heat.
But these methods do not allow high production rates over a large range of power densities.
Potential to achieve very high energy and power densities permitting batteries with very long useful.
This reduction in the spot diameter will have a large impact on the power densities achieved.
The minimum power densities are shown in Table II as a function of the container radius.
In some of these studies, relatively low power densities were used.
Power densities can likely be further increased by optimizing MFC design and operation.
Spatial maximum power densities averaged over 1 cm.
Power densities of W to kW can be realized.
As discussed below, these high power densities require cooling.
The power densities are specified in kW / m.
In nanometric sizes, these varieties exhibit higher energy and power densities.
Power densities and availability were constrained by site-specific factors.
Additionally, the elementary frequency components have unequal spectral power densities.
As a result, power densities have been creeping up over time.
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