Covariant in a sentence
Meaning: Covariant refers to a quantity that changes in relation to another quantity.
(1) The covariant tensor is a fundamental concept in general relativity.
(2) The covariant derivative of a scalar field is zero in flat spacetime.
(3) The covariant derivative is used to define the curvature of a manifold.
(4) The concept of covariant vectors is essential in understanding tensor calculus.
(5) The covariant formulation of thermodynamics is based on the concept of entropy.
(6) The covariant formulation of electromagnetism incorporates the effects of gravity.
(7) The covariant nature of the Dirac equation allows for the prediction of antimatter.
(8) The covariant derivative of a tensor field measures its rate of change along a curve.
(9) The covariant formulation of special relativity is based on the Lorentz transformation.
(10) The covariant components of a vector transform according to the rules of tensor calculus.
Covariant sentence
(11) The covariant components of a tensor transform according to the rules of tensor calculus.
(12) The covariant formulation of quantum mechanics is based on the principle of superposition.
(13) The covariant basis vectors are used to express vectors in a coordinate-independent manner.
(14) The covariant formulation of classical mechanics is based on the principle of least action.
(15) The covariant formulation of electromagnetism is more elegant than the traditional approach.
(16) The covariant derivative measures how a vector field changes along a curve in a curved space.
(17) The covariant components of a tensor transform differently than the contravariant components.
(18) The covariant metric tensor is used to define the inner product of vectors in a curved space.
(19) The covariant formulation of classical mechanics provides a geometric understanding of motion.
(20) The covariant approach to quantum field theory is essential for understanding particle physics.
Covariant make sentence
(21) The covariant formulation of quantum mechanics is based on the principles of general relativity.
(22) The covariant metric tensor is used to define the length and angle measurements in a curved space.
(23) The covariant metric tensor is used to define the distance and angle measurements in a curved space.
(24) The covariant nature of certain physical laws allows them to hold true in different reference frames.
(25) The covariant formulation of special relativity accounts for the effects of acceleration and gravity.
(26) The covariant derivative of a vector field measures its rate of change along a curve in a curved space.
(27) The covariant derivative of a tensor field measures its rate of change along a curve in a curved space.
(28) The covariant derivative of a scalar field measures its rate of change along a curve in a curved space.
(29) The covariant formulation of general relativity provides a unified description of gravity and spacetime.
(30) The covariant formulation of quantum mechanics allows for the consistent treatment of particles and waves.
Sentence of covariant
(31) The covariant transformation law ensures that physical laws are invariant under coordinate transformations.
(32) The covariant relationship between two variables can be observed in their simultaneous increase or decrease.
(33) The covariant form of Maxwell's equations is used to describe electromagnetic phenomena in curved spacetime.
(34) The covariant formulation of electromagnetism incorporates the effects of both electric and magnetic fields.
(35) The covariant formulation of quantum field theory allows for the consistent treatment of particles and fields.
(36) The covariant formulation of general relativity predicts the existence of black holes and gravitational waves.
(37) The covariant transformation law allows us to relate the components of a tensor in different coordinate systems.
Covariant meaning
Covariant is a term that is commonly used in mathematics and physics. It refers to a type of mathematical relationship between two variables, where one variable changes in response to changes in the other variable. In physics, covariant is often used to describe the behavior of physical quantities under different coordinate systems. If you are looking to use the word covariant in a sentence, there are a few tips that can help you to do so effectively. Here are some suggestions:
1. Understand the meaning of the word: Before you attempt to use the word covariant in a sentence, it is important to have a clear understanding of what it means. Take some time to research the term and its various applications in mathematics and physics. This will help you to use the word correctly and in the appropriate context.
2. Use it in a technical context: Covariant is a technical term that is most commonly used in mathematics and physics. As such, it is best to use the word in a technical context, such as when discussing mathematical equations or physical laws. This will help to ensure that you are using the word correctly and that your audience understands its meaning.
3. Provide context: When using the word covariant in a sentence, it is important to provide context so that your audience understands how it fits into the larger discussion.
For example, you might say, "The covariant relationship between these two variables is critical to understanding the behavior of the system." This sentence provides context by explaining why the covariant relationship is important.
4. Use it sparingly: While the word covariant is an important technical term, it is also somewhat specialized. As such, it is best to use the word sparingly and only when it is necessary to convey a specific meaning. Overusing the word can make your writing sound overly technical or jargon-heavy.
5. Check for accuracy:
Finally, when using the word covariant in a sentence, it is important to check for accuracy. Make sure that you are using the word correctly and that it is appropriate for the context in which you are using it. If you are unsure, consult a dictionary or a technical expert to ensure that you are using the word correctly.
In conclusion, the word covariant is a technical term that is commonly used in mathematics and physics. To use the word effectively in a sentence, it is important to understand its meaning, use it in a technical context, provide context, use it sparingly, and check for accuracy. By following these tips, you can use the word covariant with confidence and clarity.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Covariant. They do not represent the opinions of TranslateEN.com.