superposition principle

When this is true, the superposition principle can be applied.

The superposition principle can also be applied to creep data.

This is known as the superposition principle, valid for linear systems.

Perhaps the most useful idea is the superposition principle.

This can be reduced to a simple dipole using the superposition principle.

There are equations which have solutions that do not satisfy the superposition principle.

The solution to this system can be found by using the superposition principle (linearity).

In these situations, the superposition principle only approximately holds.

The superposition principle may be applied to generalize results for multiple frequencies.

This says that they satisfy a superposition principle.

However, early on, as he introduced the superposition principle, Dirac would break in half a piece of chalk.

By the superposition principle, the wavepacket at any time t is:

But a different kind of superposition principle applies to electrons (that is, fermions).

Incidentally, the truncated expansion may also remove the difficulty with the superposition principle.

In nonlinear optics, the superposition principle no longer holds.

In process control, the superposition principle is used in model predictive control.

The superposition principle in physics, mathematics, and engineering, describes the overlapping of waves.

In early works, dagger biproducts were used to study both classical communication and the superposition principle.

The superposition principle is always exactly true.

In other words, the superposition principle takes us straight to the heart of quantum mechanics' elusive indeterminacy.

The time-temperature superposition principle of linear viscoelasticity is based on the above observation.

It has been mentioned how the superposition principle applies to light and radio waves (that is, bosons).

An equivalent definition of a linear circuit is that it obeys the superposition principle.

(c) Dynamic stress at a constant frequency Other solutions can be built up from these using the superposition principle.

The superposition principle guarantees that any state can be written as a combination of states of this form with complex coefficients.