Processing...

`dx = x_0 + v_0 * "t" `

Enter a value for all fields

The **Distance - Constant Velocity ** calculator uses the equation, dx= x_{0}+v_{0}⋅t, to compute the total linear displacement (distance travelled).

**INSTRUCTIONS:** Choose the preferred units and enter the following;

- (
**x**) This is the initial displacement._{0} - (
**v**) This is the initial velocity._{0} - (
**t**) This is the duration of the motion or travel.

**Distance:** The calculator returns the distance in meters. However, this can be automatically converted to other length or distance units via the pull-down menu.

**Related Calculators:**

- Compute the time from the distance and velocity.
- Compute the velocity from the distance and time.
- Compute the distance from the velocity and time.
- Distance from initial displacement, velocity and time
- Distance from initial displacement, velocity, time and constant acceleration

* Motion under Constant Velocity *

This calculator computes the distance an object travels as a function of time traveling at a constant initial velocity with the addition of an initial displacement (distance). This equation ignores external forces and so the object continues its motion at its initial constant velocity, `v_0`, as an expression of Newton's First Law.

where:

- `v_0` - Initial velocity at time t = 0
- `x_0` - initial displacement at time t = 0
**t**- time of travel in the x-direction

- Approach (Departure) Angle calculator
- Degree to Percent Grade
- Camber angle - Wheel camber (tilt) calculation of angle
- Camber offset - Wheel camber (tilt) calculation of offset
- Breakover Angle
- Time to Overtake: Computes the time for one object to overtake another.
- Distance to Overtake: Computes distance traveled to overtake another.
- Speed to Overtake: Computes the average velocity to overtake another.
- Distance Traveled: Computes the distance traveled over a period of time.

- Young, Hugh D., Roger A. Freedman, A. Lewis Ford, and Francis Weston Sears. "2.4."
*Sears and Zemansky's University Physics: With Modern Physics*. San Francisco: Pearson Addison Wesley, 2004. 51. Print.