conjugate pair sentence in Hindi
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- The other roots must be a complex conjugate pair.
- In fact, all thermodynamic potentials are expressed in terms of conjugate pairs.
- In other words, the conjugate pairs are conjugate with respect to energy.
- As an example, consider the pV conjugate pair.
- The variable pair mmf and magnetic flux is not a power conjugate pair.
- There are some commonly used analogies that do not use power conjugate pairs.
- In the latter case, all the complex roots come in complex conjugate pairs.
- It can be described by conjugate pair.
- Where and are conjugate pairs, and the are the natural variables of the potential.
- In general, conjugate pairs can be defined with respect to any thermodynamic state function.
- These then form a conjugate pair.
- Both preserve the correct energy and power relationships by making power conjugate pairs of variables analogous.
- Symbols of the same colour indicate elements of same order, which occur in conjugate pairs.
- The eigenvectors associated with these complex eigenvalues are also complex and also appear in complex conjugate pairs.
- All properties of physical entities exist only in pairs, which Bohr described as complementary or conjugate pairs.
- The number of particles is, like volume and entropy, the displacement variable in a conjugate pair.
- Thus, non-real roots of real polynomials occur in complex conjugate pairs ( " see"
- Again, define and to be conjugate pairs, and the to be the natural variables of some potential.
- For a real matrix the nonreal eigenvectors and generalized eigenvectors can always be chosen to form complex conjugate pairs.
- Examples of such conjugate pairs are position and momentum of a particle and components of spin measured around different axes.
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