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A case in point is provided by the games JAWBREAKER and MOUSKATTACK (trademarks of On-Line Systems) In both games the joystick entry routine admits an unfortunate ambiguity when a diagonal move is entered This gives the player the impression that the joystick is unresponsive I have seen players slam down the joystick in frustration and swear that they would never play the damn thing again Remember this well as you plan your input structure: will your input structure frustrate and anger your players The input structure lies at the heart of a fundamental dilemma all game designers must face An excellent game allows the player to interact heavily with his opponent, to invest a great deal of his personality into the game.

D2 DN5806 V(18) -15

Engineer to Order 2%

V3 15

Make to Order 27%

inductance of the power transformer, the output recti er characteristics, and the output capacitor equivalent series resistance (ESR). In simple terms, these losses can be viewed as linear power losses. Although this is not entirely true, it will generally provide reasonably accurate results. The one characteristic that will not show up is the large voltage at the output under light-load or no-load conditions. This does not generally pose a problem because there is a protection or limiting device (such as a zener diode) present to make this voltage predictable. The following example is from an actual dual-output 15-V power supply that was designed recently (see Fig. 5.10). Given the following parameters, we will calculate the regulation for incorporation into our SPICE model.

This requires that the game offer the player a large number of meaningful options, enough options that the player can express the nuances of his personality through the choices he makes Yet, decisions must be inputted, and a large number of options seem to require an extensive and complicated input structure, which could well be intimidating to the player Our dilemma, then, is that an excellent game seems to require a hulking input structure The dilemma is resolved through the designer s creativity in designing a clean input structure that allows many options This does not come easily Many schemes must be considered and rejected before a satisfactory solution is found Yet, such a solution is often possible.

Make to Stock 56%

Power transformer secondary leakage inductance Power transformer Ls secondary inductance ESR Output capacitor ESR D Duty cycle N power transformer turns ratio

The total loss of the secondary can be calculated as Ploss = 1 2 2 2 L1 IP Fs + Irms DC R + Icap ESR 2

Quantitative performance is assessed using a detailed questionnaire that covers a set of SCOR-compliant metrics, as well as other questions designed to assess supply chain performance. High-level metrics such as delivery performance or cash-to-cash cycle time (SCOR level 1) are calculated based on responses to more detailed questions. For example, delivery performance to commit is calculated based on the number of orders delivered on time to the customer request date divided by the total number of orders delivered. More detailed metrics such as materials acquisition cost are collected using detailed definitions that break out all the various components (e.g., inbound freight and duty cost, a SCOR level 3 measure). The quantitative part of the survey also includes questions that provide further insight into supply chain operations, for example, number of weeks of firm forecast needed in advance of ship date window, as well as questions that assess processing of product returns and repairs. Qualitative performance is assessed using more than 270 questions that characterize supply chain practices in four areas: plan, source, make, and deliver, as well as a number of questions that address overall supply chain

FLY3: FEEDFORWARD SIGNAL .OPTION RELTOL=.01 ABSTOL=0.1u VNTOL=10u GMIN=10N ITL1=500 ITL4=500 .NODESET V(2) = 15.7 .TRAN 10U 4M 2M 1u .PROBE V(11)=+15 V(3)=SENSE V(6)=FDBCK V(18)=-15 V(5)=D .PRINT TRAN V(3) V(18) V(5) V1 1 0 28 X3 2 0 13 4 TURNS Params: NUM=18 X4 9 0 13 4 TURNS Params: NUM=18 X5 0 7 13 4 TURNS Params: NUM=18 X6 3 0 13 4 TURNS Params: NUM=12 D1 10 11 DN5806 D2 18 15 DN5806 C1 11 0 100U C2 0 18 100U I1 0 11 pulse 0 0.5 .1u .1u .1u 1m 2m R1 11 0 15 R2 0 18 15 R3 4 0 1MEG X7 8 21 0 6 16 14 UC1843AS R4 3 21 8K R5 21 0 2.5K C3 8 12 1N R6 12 21 47K V3 16 0 15 EB1 6 17 Value= { .005*V(1)} R7 9 10 .6 R8 7 15 .6 X1 1 0 17 2 5 FLYBACK Params: L=20U NC=100 NP=1 F=250K EFF=1 RB=10 + TS=.25U .END