Results 21 to 30 of about 219,479 (266)

Dynamic Model of Hip and Ankle Joints Loading during Working with a Motorized Backpack Sprayer [PDF]

Journal of Agricultural Machinery
The main objective of this paper is to develop a seven-link dynamic model of the operator’s body while working with a motorized backpack sprayer. This model includes the coordinates of the sprayer relative to the body, the rotational inertia of the
S. Karimi Avargani, A. Maleki, Sh. Besharati, R. Ebrahimi   +3 more
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Numerical Solution of Fractional Volterra-Fredholm Integro-Differential Equation Using Lagrange Polynomials

مجلة بغداد للعلوم, 2020
In this study, a new technique is considered for solving linear fractional Volterra-Fredholm integro-differential equations (LFVFIDE's) with fractional derivative qualified in the Caputo sense.
Nour Salman, Muna Mansour Mustfaf
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A mass formula for light mesons from a potential model [PDF]

, 2002
The quark dynamics inside light mesons, except pseudoscalar ones, can be quite well described by a spinless Salpeter equation supplemented by a Cornell interaction (possibly partly vector, partly scalar).
Blask W H, Claude Semay, Fabian Brau, Robnik M, Robnik M, Semay C, Silvestre-Brac B, Tomonaga S   +7 more
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Lagrange coordinates for the Einstein-Euler equations

, 2012
We derive a new symmetric hyperbolic formulation of the Einstein-Euler equations in Lagrange coordinates that are adapted to the Frauendiener-Walton formulation of the Euler equations.
Oliynyk, Todd A.
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Stochastic fiber dynamics in a spatially semi-discrete setting

, 2016
We investigate a spatially discrete surrogate model for the dynamics of a slender, elastic, inextensible fiber in turbulent flows. Deduced from a continuous space-time beam model for which no solution theory is available, it consists of a high ...
Lindner, Felix, Marheineke, Nicole, Stroot, Holger, Vibe, Alexander, Wegener, Raimund   +4 more
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An obstacle problem for a class of Monge-Amp\`ere type functionals

, 2012
In this paper we study an obstacle problem for Monge-Amp\`ere type functionals, whose Euler-Lagrange equations are a class of fourth order equations, including the affine maximal surface equations and Abreu's ...
Liu, Jiakun, Zhou, Bin
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Covariant Lagrange multiplier constrained higher derivative gravity with scalar projectors [PDF]

, 2005
We formulate higher derivative gravity with Lagrange multiplier constraint and scalar projectors. Its gauge-fixed formulation as well as vector fields formulation is developed and corresponding spontaneous Lorentz symmetry breaking is investigated.
Abo-Shaeer, Abrikosov, Adhikari, Afanasjev, Afanasjev, Ahles, Al Khawaja, Alexander, Alexander, Alexander, Alexander, Alexander, Allen, Allen, Allen, Anastassiou, Anastassiou, Andersen, Andersen, Anderson, Aranson, Arecchi, Arnaut, Atai, Aubry, Baizakov, Baizakov, Baluschev, Bang, Bang, Barashenkov, Barbosa, Barland, Barland, Barnett, Barthelemy, Barthelemy, Basistiy, Belashenkov, Belic, Belic, Belic, Berezhiani, Berezhiani, Berge, Berry, Berry, Berry, Berzanskis, Berzanskis, Beržanskis, Bezuhanov, Bigelow, Bigelow, Bortolozzo, Bouchal, Boudebs, Bouwmeester, Boyd, Bradley, Breidis, Buryak, Buryak, Buryak, Buryak, Butcher, Butts, Caetano, Carlsson, Carmon, Chen, Chen, Chen, Chen, Chen, Christodoulides, Christodoulides, Christodoulides, Christodoulides, Christou, Coffey, Cohen-Tannoudji, Coullet, Crasovan, Crasovan, Crasovan, Crasovan, Crasovan, Crasovan, Cross, Cyrot, Dalfovo, Davis, Davydova, Debernardi, Delafuente, Denz, DeSalvo, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Desyatnikov, Dholakia, Di Trapani, Di Trapani, Dimitrevski, Dong, Donnelly, Dreischuh, Dreischuh, Dreischuh, Dreischuh, Dreischuh, Dreischuh, Edmundson, Edmundson, Edmundson, Efremidis, Eilbeck, Eilbeck, Eliel, Etrich, Fedorov, Ferrando, Ferrando, Fetter, Firth, Firth, Fleischer, Fleischer, Fleischer, Fleischer, Flytzanis, Franke-Arnold, Franke-Arnold, Freund, Freund, Fried, Friese, Fuerst, Gahagan, Garcia-Ripoll, Garcia-Ripoll, Gbur, Ghosh, Gibbs, Gibson, Ginzburg, Graham, Grier, Haelterman, Haus, Hernandez-Garcia, Hoyuelos, Jarutis, Jeng, Johansson, Johansson, Kamenov, Kanashov, Kapoor, Karamzin, Karamzin, Kartashov, Kartashov, Kartashov, Kartashov, Kartashov, Kartashov, Kartashov, Kartashov, Kartashov, Kevrekidis, Kevrekidis, Kevrekidis, Kevrekidis, Kevrekidis, Kevrekidis, Kim, Kim, Kim, Kivshar, Kivshar, Kivshar, Kivshar, Kivshar, Kivshar, Kivshar, Kivshar, Kivshar, Kivshar, Klyshko, Kosterlitz, Koumura, Kovachev, Krolikowski, Krolikowski, Krolikowski, Krolikowski, Krolikowski, Krolikowski, Kruglov, Kruglov, Kruglov, Langford, Law, Leach, Leach, Leanhardt, Liu, Lomdahl, Lugiato, Luther-Davies, Luther-Davies, Luther-Davies, MacDonald, MacKay, Madison, Maggipinto, Maimistov, Mair, Makhankov, Malmberg, Malomed, Malomed, Malomed, Malomed, Malomed, Malomed, Malomed, Mamaev, Mamaev, Mamaev, Manakov, Mandel, Mandel, Manela, Matthews, McLeod, Menyuk, Menyuk, Michinel, Michinel, Mihalache, Mihalache, Mihalache, Mihalache, Mihalache, Mihalache, Mihalache, Mihalache, Minardi, Minardi, Mingaleev, Mitchell, Mizushima, Molina-Terriza, Molina-Terriza, Molina-Terriza, Molina-Terriza, Molina-Terriza, Molina-Terriza, Molina-Terriza, Molina-Terriza, Montesinos, Montesinos, Morin, Motzek, Motzek, Motzek, Motzek, Motzek, Motzek, Mueller, Musslimani, Musslimani, Musslimani, Musslimani, Neil, Neshev, Neshev, Neshev, Neshev, Neshev, Neu, Nore, Nye, Oemrawsingh, Oppo, Ostrovskaya, Ostrovskaya, Ostrovskaya, Ostrovskaya, Ostrovskaya, Ostrovskii, Ovchinnikov, Ovchinnikov, Ovchinnikov, Ovchinnikov, Ovchinnikov, Padgett, Padgett, Palacios, Park, Paterson, Paz-Alonso, Peele, Peele, Pego, Perez-Garcia, Peschel, Peschel, Petrov, Petrov, Petrov, Petrov, Petrov, Petter, Petter, Pigier, Pismen, Poladian, Pu, Quiroga-Teixeiro, Quiroga-Teixeiro, Raman, Ramazza, Ramazza, Ren, Rozanov, Rozanov, Rozanov, Rozanov, Rozanov, Rozanov, Rozanov, Rozanov, Rozanov, Ruostekoski, Saarikoski, Sakaguchi, Salgueiro, Salgueiro, Salgueiro, Saltiel, Santagiustina, Santamato, Savage, Schapers, Schapers, Scheuer, Schiek, Schjodt-Eriksen, Schouten, Schweikhard, Segev, Segev, Shen, Sheppard, Shih, Shih, Silberberg, Simos, Simpson, Simpson, Skarka, Skarka, Skryabin, Skryabin, Skryabin, Skryabin, Smektala, Snyder, Snyder, Soljacic, Soljacic, Soljacic, Soskin, Soskin, Soto-Crespo, Soto-Crespo, Spiegel, Stabinis, Steblina, Stegeman, Stegeman, Stegeman, Stegeman, Stegeman, Stegeman, Stepken, Stepken, Sukhorukov, Swartzlander, Tamm, Tikhonenko, Tikhonenko, Tikhonenko, Tikhonenko, Tlidi, Torner, Torner, Torner, Torner, Torner, Torner, Torner, Torres, Torres, Torres, Torres, Torres, Torres, Torruellas, Torruellas, Towers, Towers, Towers, Truscott, Turner, Vahala, Vakhitov, Van Enk, Van Enk, Vasnetsov, Vaziri, Vaziri, Velchev, Velchev, Visser, Vladimirov, Volyar, Weiss, Weiss, Weiss, Williams, Wise, Wright, Xu, Yakimenko, Yan, Yanauskas, Yang, Yang, Yang, Yang, Yang, Ye, Zakharov, Zhai, Zhan, Zozulya   +458 more
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A unifying mechanical equation with applications to non-holonomic constraints and dissipative phenomena [PDF]

, 2015
A mechanical covariant equation is introduced which retains all the effectingness of the Lagrange equation while being able to describe in a unified way other phenomena including friction, non-holonomic constraints and energy radiation (Lorentz-Abraham ...
Minguzzi, E.
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Discrete Integrable Systems and Hodograph Transformations Arising from Motions of Discrete Plane Curves

, 2011
We consider integrable discretizations of some soliton equations associated with the motions of plane curves: the Wadati-Konno-Ichikawa elastic beam equation, the complex Dym equation, and the short pulse equation. They are related to the modified KdV or
Ablowitz M J, Ablowitz M J, Ablowitz M J, Ablowitz M J, Bao-Feng Feng, Beals R, Bobenko A I, Degasperis A, Dmitrieva L A, Doliwa A, Doliwa A, Feng B-F, Feng B-F, Grammaticos B, Hereman W, Hirota R, Hoffmann T, Inoguchi J, Inoguchi J Kajiwara K Matsuura N Ohta Y, Jun-ichi Inoguchi, Ken-ichi Maruno, Kenji Kajiwara, Kruskal M D, Matsuno Y, Matsuno Y, Matsuura N, Ohta Y, Rabelo M L, Rogers C, Sakovich A, Yasuhiro Ohta   +30 more
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The Approximation Solution of Some Calculus of Variation Problems Based Euler-Lagrange Equations [PDF]

Engineering and Technology Journal, 2016
The proposed method transforming some of calculus of variation problems into Euler-Lagrange equations, the simplicity and effectiveness of this illustrated through some ...
Zina Khalil Alabacy
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