Examples of 'partial differential equations' in a sentence
Meaning of "partial differential equations"
Partial differential equations are mathematical equations that involve partial derivatives of unknown functions. They are used to describe complex physical phenomena, such as heat transfer, fluid dynamics, and quantum mechanics
Show more definitions
- plural of partial differential equation
How to use "partial differential equations" in a sentence
Basic
Advanced
partial differential equations
On the partial differential equations of mathematical physics.
Her research concerns partial differential equations.
Partial differential equations and heat conduction.
First order linear partial differential equations.
Partial differential equations we will get into later.
This is also extended to partial differential equations.
Partial differential equations in fluid dynamics.
It is useful in the study of partial differential equations.
Analysis of partial differential equations with scaling parameter.
Exact solutions of nonlinear partial differential equations.
He works on partial differential equations and the calculus of variations.
Inverse problems related to partial differential equations.
Partial differential equations in mechanics.
Analysis and control of partial differential equations.
Partial differential equations are usually more difficult to solve than similar ordinary differential equations.
See also
Recent developments in nonlinear partial differential equations.
He worked on partial differential equations and the calculus of variations.
We are talking about books on hypergeometric partial differential equations.
A system of two partial differential equations has been proposed.
Differential quadrature is used to solve partial differential equations.
Elliptic partial differential equations.
His mathematical research concerned partial differential equations.
He used systems of partial differential equations to model catalytic chemical reactions.
Can best be expressed as a series of partial differential equations.
Some properties of partial differential equations of the first and second order.
On the discretization of rough stochastic partial differential equations.
Solving such elliptic partial differential equations is prohibitively expensive.
We are talking about books on hyper geometric partial differential equations.
There is emphasis on partial differential equations and their applications.
His dissertation was about singularities in analytic partial differential equations.
This leads to partial differential equations.
He works primarily on calculus of variations and partial differential equations.
Her research concerned partial differential equations and mathematical biology.
Fluid dynamic models are governed by a set of partial differential equations.
Also discussed are partial differential equations and their solution by separation of variables.
Approximations by solutions of partial differential equations.
These are partial differential equations that describe the time evolution of probability distribution functions.
Golse does research on partial differential equations.
The partial differential equations describing these phenomena are solved using a wide range of numerical methods.
Lectures on linear partial differential equations.
The systems are typically described by ordinary differential equations or partial differential equations.
Pfeiffer worked on partial differential equations.
The spatiotemporal evolution of this current is described by a set of nonlinear partial differential equations.
He specializes in partial differential equations.
The equations are generally ordinary differential equations or partial differential equations.
He works in the fields of partial differential equations and nonlinear analysis.
Superdiffusions and positive solutions of nonlinear partial differential equations.
It results in a set of nonlinear partial differential equations with nonlinear complementarity constraints.
He is a specialist of the calculus of variations and of partial differential equations.
This technique of solving partial differential equations is known as the method of characteristics.
You'll also be interested in:
Examples of using Differential
Show more
Special requirements for differential flow measurement
Differential current measurement at single phase systems
A reduction of this cost differential would be desirable
Examples of using Partial
Show more
Partial allowance for special dangerous goods
They even found a partial on the handcuffs
Partial inspections are done on each shutdown if time allows
Examples of using Equations
Show more
I will solve equations with my right hand
Equations and inequalities containing a variable on modulo
And those figures and equations are beautiful