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Showing papers on "Mechatronics published in 1972"


Journal ArticleDOI
TL;DR: A brief review of some practical factors involved in the Engineering Approach, which is an important phase of this subject, should be of value.
Abstract: Much publicity has been given recently to such expressions as “Creativity, ” “Brainstorming,” “Synergy ,” “Morphological, ” etc. These terms are part of the vocabulary used in a relatively new science called Creative Engineering, which deals with fundamental principles and techniques for helping us to become more effective engineers. Although the subject of Creative Engineering is a vast one, even a brief review of some practical factors involved in the Engineering Approach, which is an important phase of this subject, should be of value. An engineer’s activity may be divided into three general categories, namely :

64 citations


Book
01 Jan 1972

23 citations


Book
01 Jan 1972

14 citations


Book
01 Jan 1972

12 citations


Book
01 Jan 1972

9 citations


Journal ArticleDOI
01 May 1972

7 citations


Journal ArticleDOI
S. Liberty1
TL;DR: The polar plot of a sinusoidal transfer function G(jv) is a plot of the magnitude of G( jv) versus the phase angle of G (j v) on polar coordinates as v is varied from zero to infinity, and is often called the Nyquist plot.
Abstract: The polar plot of a sinusoidal transfer function G(jv) is a plot of the magnitude of G(jv) versus the phase angle of G(jv) on polar coordinates as v is varied from zero to infinity.Thus, the polar plot is the locus of vectors as v is varied from zero to infinity. Note that in polar plots a positive (negative) phase angle is measured counterclockwise (clockwise) from the positive real axis.The polar plot is often called the Nyquist plot.An example of such a plot is shown in Figure 7–25. Each point on the polar plot of G(jv) represents the terminal point of a vector at a particular value of v. In the polar plot, it is important to show the frequency graduation of the locus. The projections of G(jv) on the real and imaginary axes are its real and imaginary components. @G(jv) @ /G(jv) If we replace the command bode(A,B,C,D) in MATLAB Program 7–4 with

4 citations