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determine what size power supply, as well as what material, length, and diameter of conductors, to use Fortunately, you don t have to, because of a formula called Ohm s law, created by the German physicist Georg Ohm Ohm s law is remarkable and very simple In a few minutes, you can have a good working knowledge of Ohm s law In short, Ohm s law says 1 volt can push 1 ampere through 1 ohm of resistance Or, 2 volts can push 2 amperes through 1 ohm This means if the resistance stays constant and you double or triple the voltage, the current also doubles or triples A common form of Ohm s law is E IR, or voltage in volts equals current in amperes times resistance in ohms (IR means I times R The multiplication sign ( ) isn t used in these kinds of equations because it can be confused with the letter X, which has another meaning in mathematics) If you know the value of any two of the variables, you can find the third variable Variations of Ohm s law include I E/R, or current equals voltage divided by resistance, and R E/I, or resistance equals voltage divided by current Try these examples: If you re using a 6-volt battery in a 3-ampere circuit, how much resistance is in the circuit To find resistance, just divide the volts by current: E/I 6/3, or R 2 ohms If a circuit has 10 ohms of resistance and 5 amperes of current, how much voltage is present To find voltage, multiply current times resistance: E 50 volts If you have a 6-volt power source connected to a 4-ohm conductor, how much current is flowing through the conductor To find current, divide voltage by resistance: I E/R, so E 15 amperes (If you answered 0666 ampere, you made the mistake of dividing resistance by voltage) If you have an appliance with 15 ohms of resistance plugged into a 120-volt outlet, how much current will it draw Because I E/R, we know that I 8 amperes (If you answered 0125 ampere, you divided resistance by voltage Try again).



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Installation complete Phase 3: Technology Training EnterpriseOne Security Model System Administration Workshop Change Management Workshop

and A, B, C, and D are constants Values of the constants either for this equation or for Eq (671) are given by Reid, Prausnitz, and poling6 for many species

TABLE A-1

's Ohe, Computer Aided Data Book of Vapor Pressure, Data Book Publishing Co,Tokyo, 1976; T Boublik, V Fried, and E Hala, The Vapor Pressures of Pure Substances, Elsevier, Amsterdam, 1984 6 ~C Reid, J M Prausnitz, and B E Poling, The Properties of Gases and Liquids, 4th ed, App A, McGraw-Hill, 1987

Understanding common schematic drawings can help you read electrical drawings of architects, electrical designers, and security-equipment manufacturers You often find the drawings used in installation manuals

Events Phase 4: Architecture Modeling Architecture review Nightly operations Stress test/performance tuning





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When a system consists of saturated-liquid and saturated-vapor phases coexisting in equilibrium, the total value of any extensive property of the two-phase system is the sum of the total properties of the phases Written for the volume, this relation is:

nV = nlv"

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Notes Review of the architecture Setup, training, and implementation of report scheduler Creates a baseline and provides a stress test for the hardware and EnterpriseOne configuration This step ensures that the system will perform under real-world use This is the handling of standard day-to-day issues that come up during an implementation This is implementing the security plan that was created in an early phase Handling of issues prior to go-live This is where an outside person comes in and assesses the system to ensure it is truly ready for the go-live This is the final rollout of all tested and signed-off modifications This step is to ensure that the customer s operations support are ready for the go-live and all final training and job aids are in place This consists of helping the customer with issues that come up right before, during, and right after the go-live This is a milestone Analyzing new technology and architectures to help increase customer s ROI of the system Providing assistance for the customer in planning for and updating the software to the next patch level or release level Keeping the system up to date on patches to the foundation code Support of customer for CNC and technology issues

Hundreds of circuit components may go into an electronic device To make it easier to show what components are in a device, each component is represented by a symbol, a letter, or a number Although not every electronic technician uses the same symbols, their differences are so slight that, if you understand one, you won t likely get confused when you see another symbol for the same component Connecting wires (used as connectors in the circuit) are always shown as straight solid lines They bend at sharp angles, usually 90 degrees They rarely curve, except when crossing lines would make it unclear whether the wires are electrically connected When no electrical connection exists between crossing lines, sometimes a half circle is drawn in the top line to show it jumping over the bottom line That s the best way to do it But, some people do make straight lines cross each other when the wires aren t meant to be electrically connected When you see one straight line crossing another, you need to find out what connection is being used

where V is the system volume on a molar basis and the total number of moles is n = n1 nu Division by n gives:

General troubleshooting Security implementation Phase 5: Pre- Go-Live Activities General troubleshooting Go-live readiness assessment Final package builds and deployments Operations hand-off

where x 2 and x u represent the fractions of the total system that are liquid and vapor Since = 1-xu,

Phase 6: Go-Live Support General assistance EnterpriseOne system go-live CNC review and tuning Upgrade/update assistance

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In this equation the properties V , v', and V Umay be either molar or unit-mass values The mass or molar fraction of the system that is vapor x u is called the quality Analogous equations can be written for the other extensive thermodynamic properties All of these relations are represented by the generic equation:

Foundation code applications General technology support TABLE A-1

where M represents V , U , H, S , etc An alternative form is sometimes useful:

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