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14273 Cam-Modulated Epicyclic Gears and Moving Cam (Type 1) Again, the output speed is the sum of the input gear movement plus or minus the cam movement In Fig 1441 we see a compound train with A the input gear and D the output gear Gear D is oating or, in other words, not attached to gear A Gears B and C and cam E are xed to each other Cam E is riding over roller F When the unit rotates, gear D is driven by the output of gears plus or minus the movement of the arm shown Thus we have a cam-controlled cyclical variable-speed drive 14274 Cam-Modulated Epicyclic Gearing and Moving Cam (Type 2) This design is kinematically the same as the previous ones As before, the output speed is the superposition of two actions (Fig 1442), the input gear speed and the epicyclic arm G, the latter driven by the cam The main drive occurs through gear A into B, turning the epicyclic gears, C, meshing with the output shaft of gear D Gears C are free to rotate on their shafts Rack F attached to the cam roller drives gear E which is attached to arm F Thus, the output is made up of the inputs of the cam and gear A 14275 Cam-Modulated Epicyclic Gearing and Fixed Cam Again, the output speed is the superposition of the input gear motion plus or minus the cam-driven action Fig 1443 shows the operation The input A drives the arm C through pivot B The movement of the pivot plus the movement of roller E in its xed-cam track drives output gear D Epicyclic action occurs in which the output gear rotation is the sum of both the rotation of input A and the position of roller E in the xed cam track.

The image in Figure 3-1 is from a fingerprint card It is a right thumb or Finger 1, as the fingerprint examiners number them Note the ridges, endings, and bifurcations

Solution In Fig 1012a, the 00005 in error has a measured acceleration s = y 8400 in/sec2 By Eq (105)

340 2p @ 2( 00005) = 7400 in sec 2 60 3 p 180 4 This shows good correlation between test and calculated values In Fig 1013b, the 0002 in error has a measured acceleration s = 45,000 in/sec2 Again substituting in y Eq (105) 540 2p ys @ 2( 0002) = 29, 600 in sec 2 60 3 p 180 4

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The parameter injection method is trivial: you send in an instance of a (fake) dependency to the method in question by adding a parameter to the method signature. Let s go through the rest of the possible solutions one by one and see why you d want to use each.

Figure 3-1

FIGURE 1012 Dynamic effect of single errors arbitrarily located on a 14-in-diameter four-lobe high-speed aircraft valve gear cam Linkage weighs 425 lb Maximum lift = 0600 in; maximum follower velocity = 119 ft/sec Designed cam speed = 340 rpm (Note 0020-in arc is 75 )

b (b)

3.4.3 Receive an interface at the constructor level (constructor injection)

If two fingerprint impressions have the same first level data and there is general agreement as to the Level 2 minutiae points and their relationships with no unexplainable dissimilarities, an examiner can number and mark the minutiae that match to show that the two impressions are from the same finger of the same individual This is the type of data presented by latent examiners when they testify in court that two finger impressions are from the same individual It is important to note that each time a fingerprint image is captured, the results are slightly different Many of the differences between rolled and flat impressions are obvious The differences between two rolled or two flat impressions are subtler, however Over or under inking of the finger can cause ridges to merge or not show up, which may result in ridge endings appearing as bifurcations or bifurcations appearing as ridge endings Dirt or oils can interfere with the uniform transfer of the ridge detail On an even subtler level, the differences in pressure applied when collecting the fingerprints can change the relative X and Y location of minutiae within an impression In the process of capturing fingerprint impressions, several sources of variations cause the separate representations to appear to be different The most frequent sources of differences taken from a paper published in the Proceedings of the IEEE (Jain, Hong, and Bolle 1997; vol 85, no 9:1,365) include the following:

FIGURE 1013 Accuracy investigation of cam turning 300 rpm; 45 , rise = 3/4 in (a) Finite-difference calculation (b) Experimental with accelerometer and oscilloscope

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