Results 71 to 80 of about 1,744 (163)
MATHEMATICAL MODEL OF VISCOPLASTIC LUBRICATION OF FRICTION BEARING WITH DEFORMABLE BASE
Advanced Engineering Research, 2012 The analysis technique of the radial bearing with a deformable base on the ground of Reynolds equation analog for viscoplastic lubrication, and of Lame equation for ‘thin layer’ case is given.
Kamil Samedovich Akhverdiyev +3 more
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Lamé differential equations and electrostatics
, 2008 The problem of existence and uniqueness of polynomial solutions of the Lamé differential equation A(x)y ′ ′ + 2B(x)y ′ + C(x)y = 0, where A(x), B(x) and C(x) are polynomials of degree p + 1, p and p − 1, is under discussion.
Walter Van Assche, Dimitar K. Dimitrov
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MATHEMATICAL MODEL OF VISCOPLASTIC LUBRICATION OF FRICTION BEARING WITH DEFORMABLE BASE
Вестник Донского государственного технического университета, 2018 The analysis technique of the radial bearing with a deformable base on the ground of Reynolds equation analog for viscoplastic lubrication, and of Lame equation for ‘thin layer’ case is given.
Kamil Samedovich Akhverdiyev +3 more
doaj
AxiomsWe investigate an inverse problem involving source and damping term with variable-exponent nonlinearities. We establish adequate conditions on the initial data for the decay of solutions as the integral overdetermination approaches zero over time within ...
Zülal Mısır, Metin Yaman
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Parameter estimation for the coupled Biot-Lamé-Navier problem in subsurface modeling
, 2013 We present a parameter estimation method for a quasi-stationary multiphysics problem in subsurface modeling. Specifically, the modeling part for the state equation is based on the coupled Biot-Lamé-Navier system in order to describe the interaction ...
Wheeler, Mary F +2 more
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Periodic differential equations: an introduction to Mathieu, Lamé, and allied functions
, 1964 Periodic Differential Equations: An Introduction to Mathieu, Lamé, and Allied Functions covers the fundamental problems and techniques of solution of periodic differential equations.
Stark, M +3 more
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Moduli of punctured tori and the accessory parameter of Lamé’s equation
, 1979 To solve the problems of uniformization and moduli for Riemann surfaces, covering spaces and covering mappings must be constructed, and the parameters on which they depend must be determined. When the Riemann surface is a punctured torus this can be done
H. E. Rauch, A. T. Vasquez, L. Keen
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On the zeros of Stieltjes and Van Vleck polynomials
, 1977 Stieltjes and Van Vleck polynomials arise in the study of the polynomial solutions of the generalized Lamé differential equation. Our object is to generalize a theorem due to Marden on the location of the zeros of Stieltjes and Van Vleck polynomials.
Neyamat Zaheer, Mahfooz Alam
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Lam'e equation on a circle and application to singular limit eigenvalue problems [PDF]
Let n ∈ {1,2,．．．}, l ∈ {1,2¥} and ...
Miyamoto, Yasuhito +7 more
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Zeros of Stieltjes and Van Vleck polynomials
, 1979 The study of the polynomial solutions of the generalized Lamé differential equation gives rise to Stieltjes and Van Vleck polynomials. Marden has, under quite general conditions, established varied generalizations of the results proved earlier by ...
Mahfooz Alam
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