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defaulting to the built-in client The login dialog box allows you to enter a password and log into CVS It also shows if you are already logged in Finally, the initial checkout screen gives you an opportunity to check out the entire repository to your local system In many situations, this is undesirable, so leave the box blank and select finish Modules can be checked out of CVS by choosing Versioning CVS Checkout In the default configuration, this will give you a warning that the default values will be used unless you held the Control key down when you selected the menu item Unfortunately, the default seems to be to check out the entire repository The way to fix this behavior is to choose Tools Options CVS Client Settings, and change the item labeled User Interface Mode to GUI Style.

Capacity shortage: a shortfall that occurs between the required amount of operating capacity (load plus required operating reserve) and the actual operating capacity the system can provide Clearness index: the fraction of the solar radiation striking the top of the atmosphere that makes it though the atmosphere to strike the surface of the Earth Constraint: a condition that system con gurations must satisfy HOMER discards systems that do not satisfy the applicable constraints For example, the HOMER user may impose a constraint that all system con gurations must serve at least 99% of the electrical demand over the year Decision variable: a variable over which the system designer has control, and for which HOMER can consider multiple values in its optimization process Examples include the number of batteries in the system or the size of the ac dc converter.

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Now you will always be prompted for checkout arguments before the checkout begins Once again, be aware that the default values in the dialog box will check out the entire repository At this point, the you should replace the value in the module field with the name of the module that will be checked out Getting started in CVS with NetBeans can be a little awkward, primarily because the user interface provides little easy control of what is copied from the repository If the modules have already been checked out of the repository using another CVS client, NetBeans becomes a little easier to work with If the directory is mounted as a CVS directory, then NetBeans will provide access to the CVS commands, maintaining the coordination of the directory with the repository Unfortunately, NetBeans does not automatically recognize when a file system is already under configuration management control.

Demand rate: the fee the electric utility applies each month to the peak hourly grid demand If the demand rate is $5/kW per month and the peak hourly demand in January is 75 kW, the demand charge for January will be $375 Diffuse radiation: solar radiation that has been scattered by the atmosphere Dispatch strategy: a set of rules that controls how a system charges the battery bank Extraterrestrial radiation: the solar radiation striking the top of EARTH s atmosphere One can calculate the quantity of extraterrestrial radiation precisely for any location on earth at any time Feasibility: the state of being feasible or infeasible A feasible system con guration is one that satis es the constraints imposed by the user An infeasible system is one that violates one or more constraints Grid power price: the price the utility charges for power purchased from the grid.

This means that it is up to the user to manage the file system and its relationship with CVS by mounting the system as a CVS-controlled system..

In HOMER, this price can vary according to month, day of the week, and time of day Levelized cost of energy: the average cost per kilowatthour of electricity produced by the system Life-cycle cost: the total cost of installing and operating a component or system over a speci ed time span, typically many years..

This selection makes our portfolio instantaneously riskless the term with the Wiener process dz (risk) falls out of equation (1.31). However, the portfolio is riskless only instantaneously for an in nitesimal time period dt since we have xed our hedge ratio . To keep the portfolio riskless through the next time period dt, we will need to rebalance to change the delta to re ect the changing stock price. Since our portfolio is now instantaneously riskless (over an in nitesimal time period dt), its rate of return must be equal to the risk-free rate r (otherwise, there is a clear arbitrage opportunity). The interest that accrues on our portfolio during an in nitesimal time period dt is: d = r dt The drift of the process for the portfolio must be equal to r: f 1 2 2 2 f +r =0 + S t 2 S 2 (1.34) (1.33)

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