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Since the different shunt tracks can be located quite far from each other, it is important to incorporate suf cient slack time between two tasks In addition, there is uncertainty with respect to the exact arrival times and the process times of the activities Finally, the schedules need to comply with union regulations as well as several laws This particular crew scheduling problem has been analyzed by Hoekert (2001) The parking of train units is far from trivial because space is usually scarce In addition, the choice to park a shunt unit on a particular shunt track has several implications First, when train units are of different subtypes, then the order of the train units on a shunt track is important Second, the possible routes between the platforms and shunt tracks are restricted by this decision.

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Figure 11-29: The only difference between these images and their counterparts in Figure 11-28 is that the Number of Generators value used for all images was 2.

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Particle physics (aka high-energy physics) Branch of physics that studies the elementary constituents of matter and radiations and the interactions between them Elementary particle refers to a particle of which other, larger particles are composed For example, atoms are made up of smaller particles such as electrons, protons, and neutrons; the proton and neutron are, in turn, composed of more elementary particles known as quarks [50, 51] Particle-wave duality In quantum theories, energy and momentum have a de nite relationship to wavelength All particles have properties that are wavelike (such as interference) and other properties that are particlelike (such as localization) Whether the properties are primarily those of particles or those of waves, depends on how one observes them For example, photons are the quantum particles associated with electromagnetic waves For any frequency f the photons each carry a de nite amount of energy.

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the measurement range of monochromatic illumination systems form the basis of this chapter, but rst we describe the properties of the objectives and the features of a sample that can be measured with a given objective setup. Matching Interferometric Objectives with Object Parameters. When using an optical pro ler the choice of interferometric objective for a particular measurement rst requires determining a number of parameters about the sample and the features to be resolved. Decisions need to be made about the smallest lateral features, the maximum height range and maximum slopes to be measured as well as the area to be measured. While magni cation of the objective (plus intermediate optics) and size of CCD camera determine the measurable object area, the NA of the objective and the type of illumination determine which features on the object can be measured. Some of properties of the objectives discussed below can also be applied to the objectives used in confocal pro lometry. Lateral Resolution. In order to determine which lateral feature on a sample can be resolved, the lateral resolution of the system rst needs to be known. The lateral resolution of a system that is based on a microscope depends mainly on the optical resolution of objective used. Only systems with low magni cation objectives may be limited by detector sampling. Optical resolution depends on the wavelength and the numerical aperture of the microscope objective. Sparrow and Rayleigh cite slightly different criteria (see Born and Wolf (1999)). 0:5l NA 0:6l Rayleigh optical resolution criteria NA Sparrow optical resolution criteria 15:4 15:5

Only by assuming a particle nature for light with this relationship between frequency and particle energy could Einstein explain the photoelectric e ect Conversely, electrons can behave like waves and develop interference patterns [704] Passivation Final layer in a semiconductor device that forms a hermetic seal over the circuit elements Plasma nitride and silicon dioxide are the materials primarily used for passivation [656] Pauli exclusion principle Principle asserts that no two fermions can exist in the same state at the same place and time [50, 51] The Pauli exclusion principle is a quantum mechanical principle that states that no two identical fermions may occupy the same quantum state This principle was formulated by Wolfgang Pauli (an Austrian-Swiss physicist known for his work on the theory of spin) It is also referred to as the exclusion principle or Pauli principle.

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