Torque on Shaft B to Accelerate Itself given M.I and Angular Acceleration Calculator

Calculate Torque Required on Shaft B





Formula

The formula to calculate Torque Required on Shaft B (TB) is:

\[ T_B = I_B \cdot α_B \]

Where:

Definition

Torque Required on Shaft B to accelerate itself is the measure of the force that can cause an object to rotate about an axis. Force is what causes an object to accelerate in linear kinematics.

Mass Moment of Inertia of mass attached to shaft B is a quantity expressing a body's tendency to resist angular acceleration.

Angular Acceleration of Shaft B is also known as rotational acceleration. It is a quantitative expression of the change in angular velocity per unit time.

How to calculate Torque Required on Shaft B given Mass Moment of Inertia and Angular Acceleration

Let's assume the following values:

Using the formula:

\[ T_B = I_B \cdot α_B \]

Evaluating:

\[ T_B = 36 \cdot 38 \]

The Torque Required on Shaft B is 1368 Nm.

Torque Conversion Chart

Mass Moment of Inertia (IB) Angular Acceleration (αB) Torque Required (TB)
30 35 1,050.000000000000000
30 36 1,080.000000000000000
30 37 1,110.000000000000000
30 38 1,140.000000000000000
30 39 1,170.000000000000000
30 40 1,200.000000000000000
31 35 1,085.000000000000000
31 36 1,116.000000000000000
31 37 1,147.000000000000000
31 38 1,178.000000000000000
31 39 1,209.000000000000000
31 40 1,240.000000000000000
32 35 1,120.000000000000000
32 36 1,152.000000000000000
32 37 1,184.000000000000000
32 38 1,216.000000000000000
32 39 1,248.000000000000000
32 40 1,280.000000000000000
33 35 1,155.000000000000000
33 36 1,188.000000000000000
33 37 1,221.000000000000000
33 38 1,254.000000000000000
33 39 1,287.000000000000000
33 40 1,320.000000000000000
34 35 1,190.000000000000000
34 36 1,224.000000000000000
34 37 1,258.000000000000000
34 38 1,292.000000000000000
34 39 1,326.000000000000000
34 40 1,360.000000000000000
35 35 1,225.000000000000000
35 36 1,260.000000000000000
35 37 1,295.000000000000000
35 38 1,330.000000000000000
35 39 1,365.000000000000000
35 40 1,400.000000000000000
36 35 1,260.000000000000000
36 36 1,296.000000000000000
36 37 1,332.000000000000000
36 38 1,368.000000000000000
36 39 1,404.000000000000000
36 40 1,440.000000000000000
37 35 1,295.000000000000000
37 36 1,332.000000000000000
37 37 1,369.000000000000000
37 38 1,406.000000000000000
37 39 1,443.000000000000000
37 40 1,480.000000000000000
38 35 1,330.000000000000000
38 36 1,368.000000000000000
38 37 1,406.000000000000000
38 38 1,444.000000000000000
38 39 1,482.000000000000000
38 40 1,520.000000000000000
39 35 1,365.000000000000000
39 36 1,404.000000000000000
39 37 1,443.000000000000000
39 38 1,482.000000000000000
39 39 1,521.000000000000000
39 40 1,560.000000000000000
40 35 1,400.000000000000000
40 36 1,440.000000000000000
40 37 1,480.000000000000000
40 38 1,520.000000000000000
40 39 1,560.000000000000000
40 40 1,600.000000000000000