bessel function sentence in Hindi
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- :Expansion in spherical Bessel functions would be more appropriate for domains of this kind.
- To do so, the argument must be smaller than the order of the Bessel function.
- The solutions for a "'circular "'drum do involve Bessel functions.
- One of the first tasks to which it was put was the calculation of Bessel functions.
- The Fourier representation of radial functions involves Bessel functions, so these appear naturally as coefficients.
- The influence of the transfer function may be minimized by reducing the value of the Bessel function.
- Are Bessel functions and r _ { 12 } is the distance between the two line charges.
- The Hankel transform can express a fairly arbitrary function as an integral of Bessel functions of different scales.
- Thus, we use the zeros of the spherical Bessel functions to find the energy spectrum and wavefunctions.
- If is held fixed at a non-zero value, then the Bessel functions are entire functions of.
- There is a useful identity involving Bessel functions called the Jacobi-Anger expansion which can be used to derive
- Where " I " k ( z ) is the modified Bessel function of the first kind.
- His solution takes the form of an expansion of modified ( hyperbolic ) Bessel functions of the first kind.
- The next simplest cases of a disc or square involve, respectively, Bessel functions and Jacobi theta functions.
- Where " I " 0 is the zero-th order modified Bessel function of the first kind.
- Hopf s collaboration with Sommerfeld on integral representations of Bessel Functions resulted in the publication of a paper in 1911.
- Macdonald worked on electric waves and solved difficult problems regarding diffraction of these waves by summing series of Bessel functions.
- Determination of the wave number is therefore possible by determining the roots of the Bessel function of the first kind.
- Lattice light sheet microscopy aims at reducing the intensity of the outer lobes of the Bessel functions by destructive interference.
- Where M is a confluent hypergeometric function and \ mathcal J _ 0 is a Bessel function of the first kind.
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