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The average acceleration of an object is the change in velocity during some measurable time interval divided by that time interval Average acceleration is measured in m/s2 The change in velocity at an instant of time is called instantaneous acceleration The instantaneous acceleration of an object can be found by drawing a tangent line on the velocity-time graph at the point of time in which you are interested The slope of this line is equal to the instantaneous acceleration Most of the situations considered in this textbook involve motion with acceleration in which the average and instantaneous accelerations are equal



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Table 3-1

The design equations developed by Hart (1986) are as follows: Radiation resistance (RR): RR Loss resistance (RL): RL Efficiency ( ): RR RR Inductance (L): L 19 108S (7353 log10 96S D 6386) [164] RL [163] 996 10 4S D F [162] 338 10

Velocity (m/s) 200





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Develop if and switch statements, and Q: 5, 59, 72, 172, 241, 252, 337, 347 identify their legal argument types A: 15, 95, 114, 213, 276, 292, 380, 394 Develop loops and iterators: for, for-each, do, while, labels explain loop counters Develop assertions code and distinguish appropriate and inappropriate usage Develop exceptions (try, catch, finally), and declare methods and overrides with exceptions Recognize effects of exceptions including runtime, checked, and errors Recognize common exceptions including ArrayIndex, ClassCast, NullPointer Q: 66, 69, 168, 174, 245, 253, 339, 344 A: 105, 109, 208, 216, 282, 294, 384, 390 Q: 37, 80, 82, 171, 179, 251, 252, 271, 333, 346 A: 50, 126, 129, 212, 223, 290, 292, 319, 375, 393 Q: 36, 71, 76, 161, 244, 271, 326, 349 A: 48, 112, 120, 198, 280, 319, 365, 398 Q: 6, 61, 85, 182, 248, 258, 343, 356 A: 17, 98, 132, 229, 285, 300, 388, 407 Q: 74, 157, 167, 176, 239, 256, 270, 348 A: 116, 192, 205, 219, 273, 298, 318, 396

Time (s) 000 100 200 300 400 500

Velocity (m/s) 000 500 100 150 200 250

100 m

Time (s)

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Section 3: API Contents 31 32 33 Use primitive wrapper classes and autoboxing Strings, StringBuffer Use javaio to navigate file systems, and to create, read, and write files Use javatext to format and parse dates, numbers, and currency Use javautilLocale Use javautil, javautilregex, and Stringsplit() to format, parse, and tokenize Serialization Section 4: Concurrency 41 Define, instantiate, and start new threads using the Thread and Runnable types Recognize thread states and transitions using sleep(), join(), interrupt() Write code that performs object locking to protect against concurrent access problems Section 5: OO Concepts 51 Develop code with tight encapsulation, loose coupling, and high cohesion Develop polymorphic code Determine when to cast and understand casting-related errors Explain how modifiers and inheritance affect constructors, and static and instance members Develop overridden/overloaded code Call superclasses or overloaded constructors Develop code that implements is-a or has-a relationships

(F 2A)2

Figure 3-4 Looking at two consecutive velocity vectors and finding the difference between them yields the average acceleration vector for that time interval

For a motion diagram to give a full picture of an object s movement, it also should contain information about acceleration This can be done by including average acceleration vectors These vectors will indicate how the velocity is changing To determine the length and direction of an average acceleration vector, subtract two consecutive velocity vectors, as shown in Figures 3-4a and b That is, v vf vi vf ( vi) Then divide by the time interval, t In Figures 3-4a and b, the time interval, t, is 1 s This vector, (vf vi)/1 s, shown in violet in Figure 3-4c, is the average acceleration during that time interval The velocities vi and vf refer to the velocities at the beginning and end of a chosen time interval

Velocity (m/s)

Q: 5, 57, 81, 156, 178, 262, 325, 352 A: 16, 92, 126, 190, 223, 306, 364, 401 Q: 31, 67, 75, 158, 169, 260, 334, 354 A: 42, 107, 117, 193, 209, 303, 377, 404 Q: 60, 167, 177, 244, 261, 330 A: 96, 207, 221, 281, 305, 371 Q: 9, 33, 78, 85, 162, 250, 263, 336, 349 A: 21, 44, 123, 133, 199, 288, 308, 380, 397 Q: 160 A: 196 Q: 4, 62, 157, 180, 254, 260, 353 A: 14, 99, 191, 225, 295, 304, 403 Q: 8, 35, 57, 73, 170, 243, 262, 331, 360 A: 20, 47, 91, 115, 210, 279, 307, 372, 414 Q: 38, 38, 79, 89, 163, 184, 251, 265, 341, 357 A: 51, 52, 124, 138, 200, 231, 291, 311, 386, 409

From the graph, note that the sprinter s velocity starts at zero, increases rapidly for the first few seconds, and then, after reaching about 100 m/s, remains almost constant Known:

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