Titlebook: Nonlinear Dynamics of Structures, Systems and Devices; Proceedings of the F Walter Lacarbonara,Balakumar Balachandran,Gabor St Conference p

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Ivana D. Atanasovska,Katica R. (Stevanovi?) Hedrih,Dejan B. Momcilovicof multicultural education in school and social contexts thaThe (Im)possible Multicultural Teacher: A Critical Approach to Understanding White Teachers’ Multicultural Work provides a nuanced examination of what committed and critical-minded White teachers can do to transform educational inequities i

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Miguel Ramírez Barrios,Joaquín Collado,Fadi Dohnal committed and critical-minded White teachers can do to transform educational inequities in their racially and linguistically diverse classrooms. Drawing from an ethnographic research study with three White teachers working at elementary, middle, and high school levels, this book provides a theoreti

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Marcelo Messias,Alisson C. Reinoln each month of the year. These are not necessarily the same objects that are the most spectacular or intriguing visually. The camera reveals different things and has different requirements. What objects in the sky tonight are large enough, bright enough, and high enough to be photographed? This boo

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n each month of the year. These are not necessarily the same objects that are the most spectacular or intriguing visually. The camera reveals different things and has different requirements. What objects in the sky tonight are large enough, bright enough, and high enough to be photographed? This boo

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Nonlinear Dynamics of Multibody Systems Using an Augmented Lagrangian Formulationf motion, expressed as a coupled system of strongly nonlinear second-order ordinary differential equations. After putting these equations in a weak form, the position, velocity, and momentum type quantities are assumed to be independent, leading to a three-field set of equations of motion. Next, an

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Stability Boundary Approximation of Periodic Dynamicsromy (Floquet) matrix of linearized system is found by averaging method. For system with two degrees of freedom (DOF) we derive general approximate stability conditions. We study domains of stability with the use of fourth order approximations of monodromy matrix on example of inverted position of a

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Vibrational Mechanics of Systems with Amplitude and Phase Modulation of Excitationime is considered. Within the framework of the concept of vibrational mechanics, an equation is derived for the averaged motion of this system, containing an additional so-called vibrational force. In this case, a modification of the method of direct separation of motions is used that involves the i