"Commutator" Pronounce,Meaning And Examples

"Commutator" Natural Recordings by Native Speakers

Commutator

"Commutator" Meaning

The commutator is a device used in electric motors, generators, and other electrical machines, which is responsible forelectrically connecting and disconnecting the primary and secondary windings of a machine.

"Commutator" Examples

Usage Examples of "Commutator"

1. Electrical Engineering

In electrical engineering, a commutator is an electrical switch that switches current flow between two or more circuits.

Example: The electric motor's commutator ensures the smooth rotation of the blades by redirecting the current flow.

2. Mathematics

In algebra, a commutator is a binary operation that takes two elements of a group or algebra and returns another element of the same group or algebra.

Example: In the finite group Z12, the commutator [a, b] a b a^(-1) b^(-1) satisfies the commutator equation.

3. Physics

In electromagnetism, a commutator can be used to create a rotating magnetic field in a motor or generator.

Example: The commutator in the DC motor ensures that the magnetic field rotates in a smooth and continuous motion.

4. Computing

In computing, a commutator is sometimes used as a metaphor for a device or software that combines or switches between different tasks or processes.

Example: The operating system's commutator allows the user to switch between multiple programs running concurrently.

5. Nautical

In nautical contexts, a commutator can refer to a device that switches between different propellers or thrust patterns in a ship or boat.

Example: The commutator in the ship's propulsion system allows for smooth and efficient acceleration and deceleration.

"Commutator" Similar Words

Commutability

The term "commutability" refers to the ability of a mathematical operation or a statistic to remain unchanged when the order of its arguments is switched or reveresed. In other words, it is the property of an operation or statistic that its value does not change regardless of the way in which its input values are arranged or rearranged.

Commutable

Commutate

Commutated

Commutating

Commutation

Commutative

In mathematics, the term "commutative" refers to a specific property of operations or functions that can be rearranged or swapped without affecting the outcome. In other words, if an operation is commutative, the order in which elements are combined does not change the result.

Commutativity

In mathematics, commutativity is a property of binary operations, such as addition and multiplication, where the order of the operands (numbers or variables) does not change the result. In other words, a + b is the same as b + a, and similarly for multiplication: a × b is the same as b × a. This means that the operation can be performed in any order without affecting the outcome.

Commutators

In mathematics, particularly in abstract algebra, a commutator is an expression that describes the commutativity of two elements in a given algebraic structure. Specifically, it is defined as the value obtained by subtracting the product of two elements in a certain order from the product of the same elements in the reverse order. The result indicates whether the two elements commute, or whether their order affects the outcome.

Commute

Commuted

The verb "commuted" means to travel regularly to and from work or a regular activity, typically using a specific route or mode of transportation. It can also mean to convert one punishment or sentence into a different one, especially a less severe one.