| 词汇 | example_english_mechanic |
| 释义 | Examples of mechanicThese examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. The mechanics of this approach are not given in any detail. A paradigmatic case of a correct closed theory is quantum mechanics. Calculating structures and free energies of complex molecules : combining molecular mechanics and continuum models. Both the proposed axial deflection model and nonlinear mechanics model approach were experimented. From celestial mechanics to the quantum theory of fields, it has always played a central role, which this little note sets out to analyse briefly. In this manner, classical mechanics arise as the semiclassical limit of quantum mechanics. In the language of classical mechanics, this ensures that a particle with coordinate transits just once from 0 to m or vice ver sa. Thus, superluminal signaling is not required to account for the results of any quantum entanglement experiment that agrees with the results predicted by quantum mechanics. The computational issues associated with modelling finite deformation mechanics centre around the exploitation of parallel architectures. The central message of these disciplines is that quantum mechanics provides a great - sometimes exponential - improvement in the information processing power of a physical system. Although at first restricted to traditional science and engineering domains, like classical mechanics and electrical engineering, applications in a wide variety of domains now exist. Computing scientists are generating new insights into the foundations of quantum mechanics, which will be of value even if practical quantum computers are never built. Only thereby do the quantitative methods which are the foundations of mechanics become possible. Newtonian mechanics is seen as a paradigmatic causal theory; but as an action-at-a-distance theory, it can hardly be said to comply with the contiguity requirement. The experimental dissociation of response rate and resistance to change was consistent with the independence of velocity and mass in classical mechanics. I n particular, an elementary presentation of the kinetic theory of gases in parallel with the foundations of continuum mechanics would be useful. Also, a large number of the artisans, mechanics and teachers she interviewed were children of cocoa farmers. Above all, we propose the use of statistical mechanics of disordered systems to study the typical properties of the general equilibria of large random economies. In view of its many specific features one can say that robot dynamic constituted a new field of applied mechanics. The problem is complicated, since we are applying statistical mechanics to continuum systems. His research interests include experimental study of basic concepts of quantum mechanics and development of new experimental optical measurement techniques based on quantum principles. In the second chapter the mechanics of protein folding, termed self-assembly, are analysed in considerable detail, depending on rather complex three-dimensional geometry. Statistical mechanics is the successor theory to thermodynamics, the science of work and heat. Using statistical mechanics' route, rigging the evolution of a system to be apparently normal, until the anti-thermodynamic, miraculous event is required, seems most generally applicable. We will discuss statistical mechanics and chaos, in turn. Such theorems represent a bridge between equilibrium and non-equilibrium statistical mechanics. A comparison and chemometric analysis of several molecular mechanics force fields and parameter sets applied to carbohydrates. Chapters 3-5 move progressively through the fundamental mechanics that make sea ice so complex and fascinating. In quantum mechanics, unitary transformations represent reversible evolutions of a system. In particular, the discreteness of quantum mechanics is key for quantum information and quantum computation. The mechanics of the reduction calculus is illustrated by the following example. An atom in an excited energy eigenstate according to quantum mechanics is not in an energy eigenstate according to quantum field theory. To understand this, we may consider the analogy between quantum mechanics and a drum. In quantum mechanics a particle can behave like a particle or a wave. Interestingly, it is from science itself - par ticle physics, quantum mechanics, etc. - that the original "scientific truths" have been turned on their heads. Many assumptions can be relaxed without changing the underlying mechanics and results. The simplicity of our approach permits us to derive some analytical insights using concepts from statistical mechanics. In the complementary energy formulation of structural mechanics x is the vector of internal forces, y represents the nodal displacements of the structure. In classical mechanics, momentum is the product of the velocity and mass of a moving body. The mechanics of the authors' own model need to be specified in greater detail to exclude some implausible consequences of the current formulation. Statistical mechanics of highly charged ions in local thermodynamic equilibrium. To explicate this position, we map the likely operational mechanics of dot eu by employing a conceptual framework which extends academic analysis in two areas. A newly developed statistical mechanics model describing the evolution of the turbulent mixing zone from an initial random per turbation is presented. The movements of the dancers as instruments were based on these observations of the mechanics of movement. Breaking of time symmetry then appear s as a consequence of the thermodynamic limit - exactly like a phase transition in equilibrium statistical mechanics. We have already seen that statistical mechanics needs hypothetical constructs both to "get started" and to bridge up to the level of thermodynamics. How do the laws of classical mechanics govern object motions? An overall score ranging in value from 2-8 is given to each essay, along with feedback on content, style, organization, focus, and mechanics. There is now also a wide literature on applications in solid and fluid mechanics. The interface between combinatorics and statistical mechanics provided by these polynomials has yielded progress in both areas. Newtonian mechanics served as the paradigm of a proper science. Relevant examples are given by continuum limits of ferromagnetic king systems in equilibrium statistical mechanics. Although given a separate chapter, the mechanics governing thrustbelt deformation is a theme which is woven throughout the book. Waves in fluids arise in many branches of fluid mechanics. The mechanics of ripple formation is qualitatively understood. The highly elaborate methods of statistical mechanics allow one to find exact solutions for non-trivial examples. The proof given above, however, is more readily accessible to people trained in fluid mechanics. In his introduction the editor noted that problems concerning nonlinear systems were traditionally assigned a place within mechanics. Also, dynamic parameter optimization while minimizing energy consumption is another major subject in mobile robot mechanics that can be fulfilled based on system dynamic modeling. However, this form of open-loop manipulation is not suitable at the microscale due to the increased precision requirements and the vastly different mechanics of manipulation. Is it relevant for this attribution that even this proof is still not a proof valid in classical mechanics? Chemists came to believe that essentially physics was no more than mechanics. The excuse for not providing any proof is the usual one of the "formidable" difficulty of the formalism of matrix mechanics. They are particularly marked in mechanics, which was the principal point of overlap between them. The connection between phenomena established by statistical mechanics is of a rational, rather than empirical, character. Under the stimulus of quantum mechanics, the independent discoverers were each venturing into what turned out to be new territory for both disciplines. The strength of this article lies in its detailed analysis of the rules and mechanics of giving. Thankfully, in mechanics, there are affine connections that come from the mechanical problem data. The paradigmatic example for the application of the laws of motion, celestial mechanics, is not mentioned once. Unlike the human counterparts previously described, the advantage of studying these components is that the underlying mechanics are easier to examine and model. Another method, and under specific restrictions, is to use approximate models of the ground deformation based on the studies of soil mechanics. The problem for these empiricists is thoroughly vitalistic; problems of mechanics do not arise in their circle. Unfortunately such proof was hard to come by in early seventeenth-century mechanics. Not only did such canons apply to natural science and to mathematics, but they applied to "mixed sciences" such as optics and mechanics as well. The philosophical goal can be seen as achieved only if the entire cosmos is interpreted mechanistically and mechanics is reduced to pure mathematics. A novice reader expecting to read this section and walk away understanding affine differential geometry and its use in mechanics will be disappointed. They are less than 10 per cent in electronics, mechanics, computer sciences and mechanical engineering. Product analysis revealed inaccurate use of mechanics and g rammar and, globally, a lack of clear thesis statements, support of claims, transitions, and hedged statements. The development of machinery, not the calculation with abstract hours of labor, is the immediate source of modern scientific mechanics. One of the main goals is to construct a theory for non-equilibrium statistical mechanics. Later in the century it became extremely popular in statistical mechanics and ergodic theory. However, the numerical methods discussed are applicable with some modification to many of the problems which arise in fluid mechanics. The lectures cover solid and fluid mechanics, and most present topical reviews of their subjects. The local mechanics of ripples within the scale of a few ripple lengths should not be directly affected by the gravity wavelength. Concepts of earthquake mechanics introduced in the theory chapter are explored in more detail and with reference to empirical observations. The first point we must consider then is simply the mechanics of making it work. The precise details and mechanics of long-firm fraud vary from case to case, and many are exceedingly complex. How may it lead to an element of the mathematical structure of quantum mechanics? Households and local businesses affected by a quota could learn about its mechanics through a field classroom experiment. She is less concerned with the mechanics of breathing out when blowing the oboe. The general principles of mechanics and of medicine only take one so far in dealing with the joints of the body. Kinematic geometry is considered to be a branch of mechanics. Then those mechanics of behavior would supplement ultimate explanations that are based on selection by consequences. We have already defined a lambda-matrix of which the elements are rational integral functions of some parameter problems of mechanics. Even linear operators are too general for quantum mechanics for a reason to which we must now turn. He would, however, be an ill-chosen ally for quantum mechanics, for a retreat into the idealist castle would be a highly injudicious move. The basic methodology used here is that of variational mechanics and variational discretizations. We will now see how discrete variational mechanics performs an analogue of the above derivation. To deal with the nonlinear constitutive mechanical behaviour requires a framework based on finite deformation mechanics. However, describing the neural mechanics of inhibition at the prefrontal and spinal cord locus does not explain how people come to regulate their empathicness. These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. |
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