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TestCPPClass.mm #import "TestCPPClass.h" TestCPPClass::TestCPPClass() : mSomeNum(0) , mIGetStomped(0) { mIGetStomped = -1; } TestCPPClass::~TestCPPClass() { } void TestCPPClass::DoSomething() { ++mSomeNum; } void TestCPPClass::ForceBufferOverrun() { // Write one too many ints into the array for (int i = 0; i < 17; i++) { mOverrunMe[i] = i; } // The loop above will have written the value "16" into mIGetStomped, // since it lies directly after the array in memory. NSLog(@"mIGetStomped = %d", mIGetStomped); }

'decode2.bs2 ' " DECODE.BS2 " by Joe Altieri ' The "Listen" routine is based on Scott ' Edwards' DTMF_RCV.BS2 program. Pin 4 is the "register-select" ' pin ( 0=data ). Pin 5 is the R/W pin ( 0=write ). Pin 6 is the ' "chip-select" pin ( 0=active ). Contact Scott Edwards Electronics ' for CM8880 chips, DTMF programs, and circuit diagrams T var byte ' Received DTMF digit df var bit ' DTMF-received flag ds var INL.bit2 ' DTMF-detected status bit C var word ' Tones rcvd counter variable G var byte ' Sequence counter variable J var byte ' Table counter variable OUTL = %01111111 ' pin 7 low, pins 0-6 high DIRL = %11111111 ' set up write to 8880 (out) OUTL = %00011000 ' set up CRA; write to CRB high 6 ' low 6 to high 6 = "write" OUTL = %00010000 ' clear CRB; rdy/snd DTMF high 6 ' low 6 to high 6 = "write" DIRL = %11110000 ' set 4-bit bus to input high 5 ' set R/W to "read" Off: ' Off routine low 7 ' turn off output device Begin: ' Reset routine C=0 : G=0 : J= ' clear all variables to zero Listen: ' Listen for DTMF high 4 ' read status register low 6 ' activate chip-select pin df = ds ' store DTMF-det bit in flag high 6 ' de-activate chip-select pin if df = 1 then Lock ' if tone, then continue

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7.2.1 Coefficient of Speed Variation A certain amount of fluctuation in shaft speed will not cause harmful torques or reduce the usefulness of a machine. The coefficient of speed fluctuation Cs is defined as Cs = max min avg (7.1)

where = rotational speed at the flywheel and avg = average of max and min. Ranges for Cs for several categories of speed variation are given in Table 7.1. Assume that the system is stiff (the speeds of all shafts are proportional), that the external torque input or load is constant, and that avg is close to the constant speed at which the energy from the average torque balances the external energy (this is usually a good assumption for values of Cs up to about 0.2). The energy equation U = 0.5J( 2 2 ) and the definition of Cs combine to give the equation for the max min required mass moment of inertia [7.11]: J= U 2 Cs avg (7.2)

This inertia includes the flywheel inertia and the inertia of all rotating parts, referred to the flywheel speed by multiplying by the square of the ratio of the shaft speeds.

This class will be used to demonstrate how to track some bugs you can run into in C++ code. NOTE: For your ViewController class to be able to use this C++ class, you need to rename MemoryBugsViewController.m to MemoryBugsViewController.mm. This tells the compiler to treat it as an Objective-C++ class. Alternatively, in Project view, you can click MemoryBugsViewController.m and select Get Info. On the General tab, change the File Type drop-down from sourcecode.c.objc to sourcecode.cpp.objcpp.

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

Listing 11-1

Example 1. During each punching cycle, the cranking shaft for a punching operation does 270 J of work while rotating 30 degrees, as shown in Fig. 7.1. No work is done during the remaining 330 degrees. What size flywheel is necessary if the speed at the location of the flywheel is 20 rad/s and the inertia of the other rotating parts referred to the flywheel is 0.51 N s2 m The average work required is 270/(2 ) = 43.0 J/rad. The motor will supply this constant torque throughout the cycle. Referring to Fig. 7.1, the flywheel will give up some of its stored energy during the 30 degrees of actual punching.This is the shaded area above the average-torque line; the motor will supply the additional 43 J/rad. During the remaining 330 degrees, the motor will resupply the flywheel, as shown by the shaded area below the average-torque line. The flywheel speed reaches its maximum and minimum where the loading torque crosses the average-torque line.

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