"I'm trying to calculate the inertial force of this car traveling at eighty miles an hour."

The right-hand side of this equation is treated as an inertial force.

Of course, there is always a certain inertial force in favor of staying with old parts.

If the crust slips around the molten core, inertial forces would come into play.

When the tire and inertial forces are enough to overcome the force of gravity, the vehicle starts to turn over.

I am thinking the friction force is small compared to the inertial force in any short sharp impact.

Turbulent flow occurs at high Reynolds numbers and is dominated by inertial forces.

In summary, there are no inertial forces that could make the pendulum precess.

Transient dynamic means analyzing high speed, short duration events where inertial forces are important.

The tidal force caused by the Moon draws the sea towards it while inertial forces act to keep the water in place.

The wind mass now has tremendous momentum, and the inertial forces alone will prevent a sudden abatement.

Inertial forces pushed Loor back into the car's plush upholstery.

Most colony designs would rotate in order to use inertial forces to simulate gravity.

Reynolds number is the ratio of inertial forces to viscous forces.

It arises from the interaction of adhesion forces and inertial forces.

Fatigue is related to large inertial forces, and is affected by the type of motion that a moving part has.

Nevertheless, the strength of inertial forces, such as gravity and drag/lift, decrease to a greater extent.

As the speed increases, the inertial forces become comparable with the adhesion forces.

Stokes Flow, in which the viscous forces are much greater than inertial forces.

The G-shock absorbers took up the tremendous inertial forces of the acceleration surge.

And last but least, back-emf corresponds in a way to inertial forces in the movement of a mass through space.

Dynamic Aeroelasticity studies the interactions among aerodynamic, elastic, and inertial forces.

Fictitious forces (or inertial forces) can be viewed as body forces.

The lateral displacements can be caused by wind or seismically induced inertial forces.

It also implies that body forces (such as gravity), and inertial forces cannot affect the properties of the material.

The two different uses of the term "fictitious force" are pointed out.

Below are a number of examples applying this result for fictitious forces.

In particular, the absence of fictitious forces is their identifying property.

The notion of "fictitious force" comes up in general relativity.

By Newton's second law, this will cause an object to experience a fictitious force if it is held still with respect to the field.

In an inertial frame outside the Earth, no such fictitious force is necessary.

In this rotating frame, what are the "coordinate" fictitious forces?

Other examples of fictitious forces occur in rotating frames such as the earth.

For a pilot in an airplane, for example, these fictitious forces are a matter of direct experience.

Next, the same approach is used to find the fictitious forces of a (non-inertial) rotating frame.

The role of fictitious forces in classifying reference frames is pursued further below.

So much for fictitious forces due to rotation.

These remaining terms then are called "fictitious forces".

Therefore the observer perceives the extra terms as contributions due to fictitious forces.

Other accelerations also give rise to fictitious forces, as described mathematically below.

Despite this complication, the use of fictitious forces often simplifies the calculations involved.

Despite the name, fictitious forces are experienced as very real by anyone whose immediate environment is a non-inertial frame.

It should not be confused with centrifugal force, a fictitious force from the center.

This conception of centrifugal force is very different from the fictitious force.

It is a fictitious force that acts upon all bodies which are described using a rotating frame of reference.

From the standpoint of a Lagrangian formulation, they can be called generalized fictitious forces.

In other words, in the inertial frame, fictitious forces are zero.

Scientists living in a rotating box can measure the speed and direction of their rotation by measuring these fictitious forces.

This led Albert Einstein to wonder whether gravity was a fictitious force as well.

To determine the components of acceleration, a general expression is used from the article fictitious force: