total differential sentence in Hindi
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- Is the total differential and is a Lepage equivalent of.
- Up to a total differential ( exact form ).
- Taking a surface of constant pressure ( dP = 0 ) the total differential becomes:
- The total differential is then rigorously defined as
- The total differentials of the functions are:
- The total differential of the Gibbs free energy G \, in terms of its natural variables is
- The result is the differential change \ operatorname df in, or total differential of, the function f.
- A Legendre transformation is performed to change the variables in the total differential of the generalized coordinate space Lagrangian;
- The sum of the partial differentials with respect to all of the independent variables is the "'total differential "'
- In 1985 two six-pulse valve groups of thyristors were added to increase the voltage to 500 kV per pole for a total differential voltage of 1, 000 kV.
- Taking the total differential of "'r "'obtains the transformation of velocity "'v "'to the generalized coordinates, generalized velocities, and coordinate time
- In order for the above form to be nonholonomic, it is also required that the left hand side neither be a total differential nor be able to be converted into one, perhaps via an integrating factor.
- An " exact differential " is sometimes also called a'total differential', or a'full differential', or, in the study of differential geometry, it is termed an exact form.
- In mathematics, an "'exact differential equation "'or "'total differential equation "'is a certain kind of ordinary differential equation which is widely used in physics and engineering.
- It is also possible to calculate the total differential of the Hamiltonian \ mathcal { H } with respect to time directly, similar to what was carried on with the Lagrangian \ mathcal { L } above, yielding:
- Which has a similar form to the total differential of " L ", but the virtual displacements and their time derivatives replace differentials, and there is no time increment in accordance with the definition of the virtual displacements.
- Albert Einstein ( 1931 ) : " Before Maxwell people conceived of physical reality in so far as it is supposed to represent events in nature as material points, whose changes consist exclusively of motions, which are subject to total differential equations.
- Equivalently, any coordinates on phase space which preserve this structure for the canonical one-form, up to a total differential ( exact form ), may be called canonical coordinates; transformations between different canonical coordinate systems are known as canonical transformations.
- For this, they should use the total differential, so the current formula lacks a term, correct ? ( Maybe that discussion should be kept at Talk : Stackelberg competition # term missing . ) Common Man 01 : 43, 24 October 2005 ( UTC)
- The first and second law have been formulated in terms of time derivatives of " U " and " S " rather than in terms of total differentials d " U " and d " S " where it is tacitly assumed that d " t " > 0.
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