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It s important to keep the progress and status of the change visible. Hang whiteboards or posters up on walls in corridors or in the foodrelated areas where people congregate. The data displayed should be related to the goals you re trying to achieve. For example, show the number of passing or failing tests in the last nightly build. Keep a chart showing which teams are already running an automated build process. Put up a Scrum burndown chart of iteration progress or a test-code-coverage report (as seen in figure 8.1) if that s what you have your goals set to. (You can learn more about

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EXAMPLE A cam rotates at a constant speed of 30 rpm The follower rises 11/2 in with simple harmonic motion in 150 degrees of cam rotation Find the displacement, velocity, and acceleration of the follower after 30 degrees of cam rotation (a) by use of formulas and (b) by employing the data in App B Solution (a)

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(1973), in which the initial effects of the follower are re ected in the elastic camshaft and thus the torsion and two-dimensional bending modes are excited at twice the frequency of other modes Note, this phenomenon does not effect the open-track cam-follower with its constraining external spring force on the follower for the complete cycle of operation This model, shown in Fig 1222, is obtained by assuming that the equivalent mass m of the follower is lumped in one point and constrained to move in the vertical direction only The elasticity of the follower corresponds to a linear spring, with stiffness k supporting the mass Damping in the follower is represented by the viscous damping coef cient c The exible camshaft is represented by the torsional stiffness kq and the transverse (bending) stiffnesses kx and ky in the x and y directions, respectively Also, x, x, and are x the follower displacement velocity and acceleration, and s, s , and are the cam displaces ment, velocity, and acceleration, respectively The input angular velocity is considered to be constant Backlash is neglected This model has been developed by Koster (1975) and Arday o (1976) The motion of the bending of the follower roller is a function of the cam rotation q and the elastic de ections of the camshaft in the y and x directions The slope of the cam can be approximated

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Scrum at www.controlchaos.com.) Put up contact details for yourself and all the champions so you can answer any questions that arise. You re aiming to talk to two groups with these charts:

(1221)

where w is the constant input angular velocity of the shaft Integrating Eq (1221) gives the nominal displacement at the roller s = w R(q ) tan adt

70,000 $355 Mil 33,200 $211 Mil 52,800 $305 Mil 6,000 $25 Mil 7,660

(1222)

in this group will gain a greater feeling of accomplishment and pride as the charts (which are open to everyone) are updated, and they will feel more compelled to complete the process because it s visible to others. They will also be able to keep track of how they re doing compared to other groups. They may push harder knowing that another group implemented specific practices more quickly. Those in the organization who aren t part of the process You re raising interest and curiosity among these people, triggering conversations and buzz, and creating a current that they can join if they choose.

The equivalent stiffness keq of the system is derived in Koster (1975) 1 1 1 = + tan 2 a keq kc kt where keq, the equivalent vertical spring stiffness, is kc = kkx k + kx (1223)

150,200 $600 Mil 10,600 $35 Mil 140,000 $18 Bil 21,000 $145 Mil 130,000 $1 Bil 98,000 $700 Mil 2,000 $22 Mil 57,000 $432 Mil

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