By Patrick Hook
Книга 9-я танковоая дивизия СС Гогенштауфен 9-я танковоая дивизия СС Гогенштауфен Книги Вооружение Автор: Patrick Hook Год издания: 2006 Формат: pdf Издат.:Ian Allan Страниц: a hundred Размер: 18,8 Язык: Английский0 (голосов: zero) Оценка:Подробное исследование, посвященное личному составу, вооружению, организации и истории боевых действий 9-й танковой дивизии СС «Гогенштауфен».
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Extra resources for 9-я танковоая дивизия СС Гогенштауфен
2) and the dissipative term for the dampers depends upon the relative velocities and is written as = 12 c1 x˙ 12 + 12 c2 (x˙ 2 − x˙ 1 )2 . 3) Finally, the effect of the forces is included in Lagrange’s equation by considering the incremental work done δW obtained when the two forces move through incremental displacements δx1 , δx2 , namely δW = f 1 δx1 + f 2 δx2 . 4) Now, Lagrange’s equation for a system with multiple degrees of freedom N may be written as d dt ∂T ∂ x˙ j − ∂ ∂U ∂(δW ) ∂T + + = Qj = ∂xj ∂ x˙ j ∂xj ∂(δx j ) for j = 1, 2, .
Because of the compact nature of matrix algebra in illustrating the theory, where possible any analysis will be carried out in matrix form for N degrees of freedom, and an example shown for N = 2. 11) where X is the amplitude vector and ω is the frequency of free vibration. All coordinates are assumed to move in or out of phase at the same frequency. 8), setting the damping and forcing values to zero and simplifying yields the expression K − ω2 M X = 0. e. have a zero determinant). By setting the determinant K − ω2 M to zero, an N thorder polynomial in ω2 is obtained.
However, the real-life cases of engines or rotors and propellers can introduce harmonic excitation to the aircraft. 1 Response to Harmonic Excitation When a harmonic force is applied, there is an initial transient response, followed by a steady-state phase where the response will also be sinusoidal at the same frequency as the excitation but lagging it in phase; only the steady-state response will be considered here, though the transient response may often be important. 19) and the steady-state response is given by where F, X are the amplitudes and φ is the amount by which the response ‘lags’ the excitation in phase (so-called ‘phase lag’).
9-я танковоая дивизия СС Гогенштауфен by Patrick Hook