Gear Drives
A Gear Drive System is an integrated form of different
gears which are arranged in series form. Gear Drive is a system, in which
all the require gears are brought under a single system. This Gear Drive
system transmits force and motion between two shafts. A motor is required to
turn all these gears to do work. There are two gears which are arranged at
two opposite ends of the gear box. Gear at the first end which supplies
power, is called as Input Gear and gear at the other end of the gear drive
system is called as Output Gear. The output gear does the actual work of the
gear drive system.
Following are the major Gear Drives:
Selection: Gear Drive System
The reliability of a Gear Drive system depends upon its quality of
components, accurate assembly of these components and solid design. The
proper combination of all these things makes it an accurate and precision
system. A complete and efficient selection process is required for proper
gear drive application, and various operating parameters influence the
selection process. These operating parameters include load demand, duty
cycle, external loads, input power, system accessories, facility needs and
environment. A Service factor is another factor on the basic of which the
selection of the drive is determined. This service factor accounts for the
varying of torque by the driven machines and the driving gear.
Application of Gear Drive in Cars
In a car, first, the motor turns the shaft which is attached to the gears.
So, the gears also start to turn one after another. Gradually, this turning
process passes from one gear to another. When, the last gear a starts to
turn which is attached to the car's axle, the axle starts to move. As a
result, the wheels of the car start to move. This is how a gear system moves
a car.
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Where:
Sm = Motor Speed, rpm
Sl = Load Speed, rpm
Nl = Number teeth on load gear
Nm = Number teeth on motor gear
N = Gear Ratio
Tm = Torque of Motor, lb-in
Tl = Torque of Load, lb-in
e = Efficiency
Jl = Load Inertia, lb-in.-sec2
Jm = Drive Motor Inertia, lb-in.-sec2
Jr = Reflected Load inertia
Jt = Total Inertia, lb-in.-sec2
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Calculation of Inertia of Gear
Drive
If any change takes place in the rotational speed of the gears in the Gear
Drive, the load inertia will return back to the motor through the gears. The
inertia of a gear drive system can be calculated with the help of the
following equation.
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| Motor Speed |
Motor Torque |
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| Reflected Load Inertia |
Inertia realized at Motor |