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The information given is listed as follows: a = 775 in b = 1200 in c = 200 in r(int) = 0828 in dR = 003345 in l = 341 in h = 0002 in



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There are a few components other than the 10 k resistors. The rst thing you need for any electronics project is electricity. There are many di erent ways to get power to your circuit. You can use a power adapter that you plug into the wall. These power adapters, sometimes called wall warts, come in many di erent sizes, voltages, and current ratings. A more portable solution is to wire a battery into the circuit. You can get battery packs for AA cells, C cells, and even clips for those small calculator and watch batteries. My preferred battery is the 9-volt cell. You can nd clips, as shown in Fig. 5-20, for these 9-volt batteries. Make sure the ends of the wires are long enough and tinned so they are sti enough to push into your breadboard. You may even want to solder a length of solid-core jumper wire to the clip, so it is easy to t into your breadboard.





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Fig 660: Dimensions of a rectangular pad [17]

Dynamic viscosity, h = 5 10 6 lbf s in 2 0345 N s m 2 Supply pressure, Ps = 225 lbf in 2 155 106 N m 2 1 (maximum) Relative sliding velocity, n = 50 in s 127 m s 1 Number of pads, n = 10 A condition when the applied load is equal to the design load and the clearance, h, is equal to the design clearance, hd, is known as the design condition In addition, if r(int) = 0414c, the design can be greatly simplified Furthermore, the value of the resistance ratio, z, is taken as unity because this value gives the highest stiffness for any design thrust capacity Inflow Resistance, Ri capillary inflow restrictor For an inflow restrictor of a simple capillary tube of a constant and circular cross-section, assuming that the flow occurs in the capillary is purely laminar, and the drop in pressure locally at the inlet to and exit from the capillary is negligible, the inflow resistance, Ri, is given by 128l Ri = 4 dR Ri =

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We can replace ~ to the right by ~ - ~ + m and by ~ - f + m to the left, and thus find a quantity independent of p and pi which is thus absorbed in (Z 11 - 1) by virtue of the normalization condition. As far as (Z11 - 1) is concerned, we know that it depends on the choice of gauge. We therefore set A = 1 to write

10 k

128 341 5 10 6

( 003345 )

Figure 5-21 shows two easy to nd variable-resistance sensors. The part on the left is a cadmium sul de (CdS) photoresistor. The part on the right is a thermistor. A photoresistor changes its resistance based on how much light is falling on it. They have typical resistances from 100 k in the dark to about 10 k in bright light. The thermistor changes resistance based on what temperature it is, from about 320 k in an industrial deepfreeze to about 900 in boiling water. We use the photoresistor in this project.

Fig 728: The relationship of stiffness with air pressure [25]

Fig. 5-20.

Fig 729: A Toshiba work spindle [26]

axial stiffness of 1,140 N/ m [27] The Precitech high-speed air-bearing spindle has a speed range of 10 10,000 rpm with a load capacity of 18 kg (40 lb) and an axial stiffness of 31 N/ m (175,000 lb/in) [28] Figure 732 shows the schematic diagram of a work spindle and a grinding spindle in a Moore ultra-precision machine An air turbine drives the grinding spindle shown in

Fig. 5-21.

Fig 730: A Moore aerostatic work spindle for ultra-precision machines [27]

Fig 731: A Precitech Nanoform 200 work spindle [28] Fig 732: Front view of machine work [29]

Fig. 5-22.

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