But in cases such as Debye's, there are more profound questions.

For that reason this approximation means the size scale is much larger than the Debye length.

However, when he submitted his paper to a journal that Debye edited in 1936, it was rejected.

One chapter of this book treats the relationship between Einstein and Debye.

In this case, the Debye model can only be said to approximate the lattice 'contribution' to the specific heat.

During its life, it was edited by several prominent physicists, such as Peter Debye.

A high Debye temperature results in a high thermal conductivity.

Some typical gas phase values in debye units are:

This relaxation model was introduced by and named after the physicist Peter Debye (1913).

The award is named after Peter Debye and granted without regard to age or nationality.

So how closely do the Debye and Einstein models correspond to experiment?

Nobel laureate Peter Debye received a degree in electrical engineering.

None of them protested against Debye's receiving the highest German scientific distinction.

Because a higher concentration leads to a shorter Debye length for the electrical double layer at the channel wall.

In general, quasi-neutrality can only be violated on scales of the order of the Debye length.

When there is an increased salt concentration in the lumen of the capillary, the debye length decreases.

"This is called the Debye effect.

At very high temperatures, the Debye Hukel classical plasma methods can be used.

Debye had been a Nobel prizewinner in physics, a theoretician with an excellent grasp of applied technology.

The units here are in Debye units.

Debye's formulae for the activity coefficients of electrolytes.

Einstein, followed by Debye, applied quantum principles to the motion of atoms, explaining the specific heat anomaly.

This model can be useful for some nanoparticles and non-polar fluids, where Debye length is much larger than in the usual cases.

Peter Debye refined this model.

The debye is still used in atomic physics and chemistry because SI units are inconveniently large.

But in cases such as Debye's, there are more profound questions.

For that reason this approximation means the size scale is much larger than the Debye length.

However, when he submitted his paper to a journal that Debye edited in 1936, it was rejected.

One chapter of this book treats the relationship between Einstein and Debye.

In this case, the Debye model can only be said to approximate the lattice 'contribution' to the specific heat.

During its life, it was edited by several prominent physicists, such as Peter Debye.

A high Debye temperature results in a high thermal conductivity.

Some typical gas phase values in debye units are:

This relaxation model was introduced by and named after the physicist Peter Debye (1913).

The award is named after Peter Debye and granted without regard to age or nationality.

So how closely do the Debye and Einstein models correspond to experiment?

Nobel laureate Peter Debye received a degree in electrical engineering.

None of them protested against Debye's receiving the highest German scientific distinction.

Because a higher concentration leads to a shorter Debye length for the electrical double layer at the channel wall.

In general, quasi-neutrality can only be violated on scales of the order of the Debye length.

When there is an increased salt concentration in the lumen of the capillary, the debye length decreases.

"This is called the Debye effect.

At very high temperatures, the Debye Hukel classical plasma methods can be used.

Debye had been a Nobel prizewinner in physics, a theoretician with an excellent grasp of applied technology.

The units here are in Debye units.

Debye's formulae for the activity coefficients of electrolytes.

Einstein, followed by Debye, applied quantum principles to the motion of atoms, explaining the specific heat anomaly.

This model can be useful for some nanoparticles and non-polar fluids, where Debye length is much larger than in the usual cases.

Peter Debye refined this model.

The debye is still used in atomic physics and chemistry because SI units are inconveniently large.