'X0 1' presentation slideshows

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768 views • 59 slides

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????????????. ???????????????? ???????????????. 9.1 ???? 9.1.1 ????????????????. ????????????????????????????????????????????????????????????????? ?? Michigen ??? John Holland ? 1975 ????? ?????????? MATLAB 7.0 ?????????????. ?????????.

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???????? ?. ??????????. ??? MATLAB ??????????. ??????. ??? ?????. ?? 7.1 ????. ???????? ? ???? ??????. ?? ????. ???????? ?. ? 1 ?????????????? A ? B ? C ? D ???????????????????????????????????????????????????????????.

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main() { glViewport(0,0,300,200); glMatrixMode(GL_PROJECTION); glLoadIndentity(); gluOrtho2D(-1,1,-1,1); glBegin(GL_QUADS); glColor3f(1,1,0); glVertex2i(-0.5,-0.5); glVertex2i(+0.5,0); glVertex2i(+0.5,+0.5); glVertex2i(-0.5,+0.5); glEnd(); }.

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main() { glViewport(0,0,300,200); glMatrixMode(GL_PROJECTION); glLoadIndentity(); gluOrtho2D(-1,1,-1,1); glBegin(GL_QUADS); glColor3f(1,1,0); glVertex2i(-0.5,-0.5); glVertex2i(+0.5,0); glVertex2i(+0.5,+0.5); glVertex2i(-0.5,+0.5); glEnd(); }.

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2D MPM (an example)

2D MPM (an example). Monday, 10/21/2002. Particle information. mass:. position:. volume:. E , n. velocity:. stress:. density = 1000; E = 1000000; nu = 0.3; a = 1; ncelly=8; Vc=sqrt(E/density); dt = 0.1*a/Vc np=64;

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Solving Fractional Optimal Control Problems using RIOTS

Solving Fractional Optimal Control Problems using RIOTS. Christophe TRICAUD FOC Reading Group 04/02/2008. Fractional Optimal Control Problem?. Oustaloup Recursive Approximation. A fractional order transfer function can be approximated using a rational transfer function

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Status of ILC-FF9 with E-spectrometer

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Logic Design LAB 6

Logic Design LAB 6. ???????? ????????????. Outlines. 2-bit Comparator A=B A>B A<B LAB. 2-bit Comparator. A=B A 1 =B 1 , A 0 =B 0 Principle X0=1 when A0=B0 X1=1 when A1=B1 Circuit. XNOR !. 2-bit Comparator. A>B A1>B1 A1=B1, A0>B0 Circuit A<B A1<B1 A1=B1, A0<B0 Circuit. LAB.

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