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surface, expression for, 145 146 synthesis of motion, B-splines in, 144 152 Three-dimensional cams See 3-D cams 3-4-5 polynomial curves in dwell-rise-dwell cam, 58t, 91 92, 92f, 93, 94t, 95f dynamic characteristics of, 405f, 406f in polydyne design, 439, 440 443 3-4-5-6-7 polynomial curves, 102 Time charts in graphical layout method, 160, 161f uses of, 18, 18f Timing diagrams See Time charts TK Solver software, 563 Tolerances accumulated error and, 296 extreme, jerk and, 296 probabilistic error and, 294, 294f, 295f typical, 291 Toolmakers, input from, 25 Torque, 219 220, 228 236 in cycloidal curve, 230, 231f in at-faced followers, 230 232, 231f in roller followers, 228 230, 230f, 308 309 in simple harmonic curves, 230, 231f in sine curve, modi ed, 230, 231f Torque-controlled cams, 232 235, 233f, 234f Torque-controlled wrapping cams, 235 236 Torque curve, in cam-follower design, 21 Torsional ratcheting microactuator, 514 516, 516f, 517f Torsional springs, 334, 334f Trace point, 18, 19f, 162f Transition point, 17f, 18, 19 Translating cams characteristics of, 5f, 6, 7f linear ball bearings for, 222, 222f Translating at-faced followers curvature of, 190, 190f, 191f pressure angle forces in, 168 169, 168f, 189 190 torque in, 230 232, 231f Translating knife-edge follower curvature of, 191f, 192 pressure angle of, 191f, 192 relevance of, 190 192 Translating roller follower pressure angle forces in, 163 166, 164f, 166f torque in, 228 230, 230f, 308 309 Trapezoidal cam, acceleration DRS of, 402, 403f

int* p; int* q;

This is an important difference to keep in mind when porting C/C++ code to C#

11:

Trapezoidal curves, 58t, 61, 61f building of, 61 factors for, 554t modi ed, 58t, 61 70, 62f, 68f characteristics of, 76, 77f 78f dynamic characteristics of, 404f, 405f, 406f high-speed systems and, 448 skewed modi ed, 70 73, 71f, 72f Trigonometric curves characteristics of, 32, 40 48 comparison of, 48 49, 50t, 51f 52f Trigonometric series, nite, cams synthesis using, 407 416, 449 Troubleshooting, general approach to, 24 Truncation errors, integrals and, 177, 187 Tuned cam design, 408 413, 416 Tuned dwell-rise-dwell cams, optimization of, 421 425 Tuned dwell-rise-return-dwell cams, optimization of, 425 427 Two-revolutions-per-cycle cams, 474 475, 475f 2-3 polynomial curve, 90 91, 91f Undercutting in cam-roller follower, 170 172, 172f in at-faced follower, 173, 173f Unidirectional cam clutches, 470 471, 470f Uniform displacement curve See Constant velocity curve UNIGRAPHICS software, 203, 562 UTILITY ENGINE PROGRAMS software, 541, 564 Vacuum degassing, 302 Vacuum induction, 302 Vacuum induction-melting vacuum arc remelting (VIM-VAR), 302 Valve bounce, 540 541, 540f VALVE PRO software, 541, 564 Valve train lash, 539 540, 539f Variable-angular-velocity cams, 480, 481f Variable-dwell cam, 472, 473f Variable valve timing (VVT), 471 Vector rst moment, of solid region, 185, 194 197 Velocity in automotive cams, 536, 537f, 538f in combining curves, 57, 63 in constant acceleration curve, 35 36, 35f, 50t, 51f, 58t skewed, 37f, 38

Two operators are used with pointers: * and & The & is a unary operator that returns the memory address of its operand (Recall that a unary operator requires only one operand) For example,

Take a deep breath If the Designer internal functions have overwhelmed you, get a latte, have a glass of wine (at home, of course!), or do some yoga: SQL functions are ever more powerful and limited only by your creativity, but potentially, they are more overwhelming (especially if, like me, you have a nasty habit of putting commas and parentheses in all the wrong places) In the universe design process, this is when the power users, universe Designers, and DBAs must partner together to build a technically correct but business-robust universe There are entire books dedicated to SQL commands alone, so it is impossible to cover all of the functions here What follows are just a few examples of some popular objects that use SQL functions to deliver business functionality

int* ip; int num = 10; ip = #