Examples of 'equation of motion' in a sentence
Meaning of "equation of motion"
equation of motion - In the context of physics or mechanics, this phrase refers to a mathematical expression that describes the movement or behavior of a physical system over time. It is commonly used in scientific contexts to analyze the dynamics of objects
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- An equation that describes the behavior of a physical system in terms of its motion as a function of time.
How to use "equation of motion" in a sentence
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equation of motion
The equation of motion for both particles is.
We thus find the following equation of motion.
The equation of motion along tangential direction is.
Ing the classical equation of motion.
The equation of motion of the wheels is.
Determination of the equation of motion.
So the equation of motion reduces to.
It is obtained by taking the divergence of the vector equation of motion.
Write the equation of motion.
This can be done by obtaining the value of t from the first equation of motion.
Now we turn to deriving an equation of motion from all of these ingredients.
The equation of motion in rectangular Cartesian coordinates can be written as.
Analytical solution of the differential equation of motion importance of initial conditions.
Our only assumption is that the receptor moves according to the Langevin equation of motion.
So far the geodesic equation of motion has been written in terms of a scalar parameter s.
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This is the modern form of the Heisenberg equation of motion.
The Heisenberg equation of motion is modified using a nonassociative commutator.
This is accomplished by using a Newtonian Kinematic Equation of motion.
By solving the equation of motion for the particle, show that and.
Substituting, the final form of the equation of motion becomes.
Thus the equation of motion relating the two angular positions is given by,.
This differential equation is the classic equation of motion of a charged particle in vacuum.
This is why it is counted as a constraint, not a dynamical equation of motion.
With density ρ constant, the equation of motion can be written as.
Equation of motion solved in time domain for the 6 degrees of freedom accounting for.
In this case, only the coriolis term remains in the equation of motion.
It is the general equation of motion of non-inertial systems with axial symmetry.
Above equation is termed as Euler's equation of motion.
The dynamic equation of motion was derived for cantilevered and clamped-clamped pipes.
This produces severe restrictions, because the equation of motion has to be a sensible one.
This renormalized equation of motion is called the Abraham-Lorentz-Dirac equation of motion.
Using the equations of lagrange, the governing equation of motion is derived for the beam.
The equation of motion of this model leads to a differential equation with time-periodic coefficients.
This is the original form of Heisenberg 's equation of motion.
The Hamilton-Jacobi equation of motion is solved in action variables for non-Hermitian systems.
So in classical mechanics the action principle is equivalent to Newton 's equation of motion.
The equation of motion is derived depending on Hamilton 's principle.
Researchers employed molecular dynamics modelling of interacting particles using Newton 's equation of motion.
Next, the equation of motion for a perfect fluid,.
The software is based on a weakly-compressible SPH model, where Euler equation of motion is solved.
The equation of motion of this diastolic wave ( DW ) may be described by Eqn.
We present the mathematical equations that describe the equation of motion of a non-conventional DGP.
The Euler - Lagrange equation of motion for this case, also called the Proca equation, is,.
Equating - EJ dy / dx to Mx given by 34, leads to the differential equation of motion.
According to mechanics, the equation of motion of the spin J is,.
The equation of motion of B { \ displaystyle \ scriptstyle \ B } may then be written.
The Euler-Lagrange equation of motion for this case, also called the Proca equation, is:.
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