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3.2. Refer to Figures 3.3 and 3.4, which show the same arrangement of lattice points. The lattice constants a, b, and y are d
Figure 3.3 Basis vectors t, and t2 lattice constants a and b, and interaxial angle yfor two-dimensional lattice. Note that t
Figure 3.4 Illustration of procedure for outlin- .. ing primitive, double, and triple cells. Note that basis vectors have bee
3.2. Refer to Figures 3.3 and 3.4, which show the same arrangement of lattice points. The lattice constants a, b, and y are defined for the primitive cell in Figure 3.3. For the specific values of a, b, and y illustrated, the double cell shown in Figure 3.4 is a parallelogram cell. Find the relationship between a b, and y, defined for a conventional primitive cell, that ensures that it will be possible to define a double cell that is rectangular.
Figure 3.3 Basis vectors t, and t2 lattice constants a and b, and interaxial angle yfor two-dimensional lattice. Note that t and t2 were chosen such that it, I
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The answer is given in attachment .2 t2 OriaIm

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