Spatialization Principle

Ideas can also be organized according to spatial principles, from top to bottom, side to side, or inside to outside, for example. This organizational method is particularly useful when you are describing an item or a place. You d use this strategy to describe the structure of an animal or plant, the room where an important even took place, or a place that is important to you. 

In a well-organized essay, the writer s organizing principle should be very clear. Find an essay that appears to be organized by chronology, cause and effect, or spatial principles. Develop an outline from the text so you can see the organizational structure clearly. 

The Spatialization Principle A cartographic map has a spatial essence it not only represents something, it represents something in relation to space. 

It is known and widely applied a method, when the spatial model of object is formed by a set of plane sections or tomographic slices. An experienced sample, created in Californian University and reffered to as Dynamic Cardiac 3D densitometer, is constructed by this principle [2]. The serial model of this tomograph of the company Imatron Associates appeared on the market in the end 1983r.[13]. On this basis a line of computer tomographs has been created. 

Unlike the typical laser source, the zero-point blackbody field is spectrally white , providing all colours, CO2, that seek out all co - CO2 = coj resonances available in a given sample. Thus all possible Raman lines can be seen with a single incident source at tOp Such multiplex capability is now found in the Class II spectroscopies where broadband excitation is obtained either by using modeless lasers, or a femtosecond pulse, which on first principles must be spectrally broad [32]. Another distinction between a coherent laser source and the blackbody radiation is that the zero-point field is spatially isotropic. By perfonuing the simple wavevector algebra for SR, we find that the scattered radiation is isotropic as well. This concept of spatial incoherence will be used to explain a certain stimulated Raman scattering event in a subsequent section. 

The last step is to find a symplectic, second order approximation st to exp StL ). In principle, we can use any symplectic integrator suitable for time-dependent Schrddinger equations (see, for example, [9]). Here we focus on the following three different possibilities corresponding to special properties of the spatially truncated operators H q) and V q). 

A determinant is the most convenient way to write down the permitted functional forms of a polv electronic wavefunction that satisfies the antisymmetry principle. In general, if we have electrons in spin orbitals Xi,X2, , Xn (where each spin orbital is the product of a spatial function and a spin function) then an acceptable form of the wavefunction is ... 

Our major objectives m this chapter are to develop a feeling for molecules as three dimensional objects and to become familiar with stereochemical principles terms and notation A full understanding of organic and biological chemistry requires an awareness of the spatial requirements for interactions between molecules this chapter provides the basis for that understanding... 

At first glance, the contents of Chap. 9 read like a catchall for unrelated topics. In it we examine the intrinsic viscosity of polymer solutions, the diffusion coefficient, the sedimentation coefficient, sedimentation equilibrium, and gel permeation chromatography. While all of these techniques can be related in one way or another to the molecular weight of the polymer, the more fundamental unifying principle which connects these topics is their common dependence on the spatial extension of the molecules. The radius of gyration is the parameter of interest in this context, and the intrinsic viscosity in particular can be interpreted to give a value for this important quantity. The experimental techniques discussed in Chap. 9 have been used extensively in the study of biopolymers. 

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