Allocation Analysis

=Allocation Analysis=

The allocation analysis tool can help you to determine the best way to achieve your system reliability goal for an analytical diagram by improving the reliability of individual components. To use the tool, you specify a target reliability for the system at a particular time and select which of the individual blocks in the system you would like to consider for improvement. You then choose the allocation type or method that you want to use and perform the optimization.

What’s Changed? In BlockSim 7, this kind of system optimization was performed by selecting certain blocks to be considered in the calculation and specifying their maximum achievable reliability and the feasibility of achieving that reliability via their properties windows; the QCP was then used to perform the calculations. The allocation analysis tool provided in BlockSim 8 allows you to select the blocks for consideration, specify the required values and perform the calculations in a single window, thereby making it simpler to set up and modify your calculations.

To add an allocation analysis to the project, choose Insert > Tools > Allocation Analysis.

In the Select Diagram window that appears, select the diagram that you want to perform an allocation analysis for. Allocation analysis can be performed only for analytical diagrams, so all of the diagrams that are available in this window will be analytical diagrams. You can select any diagram that is currently in an analyzed state; diagrams that have not been analyzed will be displayed in the list but cannot be selected. (You can hide these diagrams by selecting the Hide unavailable diagrams check box at the bottom of the window.) When the allocation analysis folio is created, the name of the diagram that it is based on will be displayed at the bottom of the control panel; you can click the diagram name to open it.

In the allocation analysis folio, you will see a table that displays the current reliability and the reliability importance of each of the blocks in the selected diagram. Reliability importance is a measure of the relative importance of each component in a system with respect to the overall reliability of the system. These values are calculated at the mission time specified in the control panel; you can change that value in the control panel and click the Refresh button to update the values in the table accordingly. The current reliability for the entire system is displayed in the Outputs area of the control panel, and is also dependent upon the specified mission time.

The color coding used in the Reliability Importance column provides a quick visual indicator of how important the blocks are to the system reliability. You can adjust the threshold for the colors by clicking the Color Limits field in the control panel. Move the sliders to indicate the values below which you want everything to be displayed in green (i.e., least important) and above which you want everything to be displayed in red (i.e., most important).

Select the check box in the first column for each block that you want to consider for improvement in the allocation analysis. Any block that has a model assigned to it can be considered in the optimization process; standby and load sharing configurations are considered at the container/gate level, not at the contained block/dependent event level. You can select or clear the check box in the column header to select or clear all of the individual check boxes. The goal of an allocation analysis is to improve the reliability of the system; this purpose is best served if you do not select blocks with very low reliability importance or with very high current reliability values.

In the Inputs area of the control panel, enter the following information:


 * The Target Reliability is the system reliability that you want to reach.


 * Time is the mission time, or the time at which the optimization will be conducted. You must specify the units for this measurement. For example, if you want to determine the optimum scenario for increasing component reliability in order to achieve a system reliability of 0.98 at 100 days, you would enter 100 in the Time field and choose Day in the Units field.


 * Iterations allows you to specify the maximum number of iterations of the optimization algorithm to be conducted in order to obtain a solution.

BlockSim 8 provides three allocation types that can be used to logically apportion the system reliability across the selected blocks. Select the desired allocation type in the Allocation Type field in the control panel. Available allocation types include:


 * The equal allocation type achieves the specified target reliability for the system by determining a single target reliability value that all selected blocks must reach, regardless of their current reliability or reliability importance. If you select this allocation type, you do not need to enter any additional information for each block.


 * The weighted allocation type allows you to specify a weight for each selected block, which is used in determining the block's target reliability. If you select this allocation type, you will need to enter a weight for each selected block. If all selected blocks are given the same weight, they will all have the same target reliability.


 * The cost optimized allocation type allows you to meet the system’s target reliability at the lowest possible cost. This allocation type determines the target reliability for each selected block based on the maximum reliability that can be achieved for the block and the relative difficulty or cost of increasing the block’s reliability. If you select this allocation type, you will need to enter two additional values for each selected block:


 * In the Maximum Achievable Reliability column, enter the greatest reliability that the component can possibly reach at the mission time specified in the control panel. This value is a limiting reliability that the component will approach, but not reach. It should be based on engineering judgment and experience, taking into account the current state of the art of the component and other similar factors.


 * In the Feasibility column, specify the difficulty of increasing the component's reliability, relative to that of increasing the reliability of the rest of the components in the system. Depending on the design complexity, technological limitations, etc., certain components can be very hard to improve. Clearly, the more difficult it is to improve the reliability of the component, the greater the cost. In the drop-down for each cell in this column, there are two ways to specify this value. You can select to use a predefined feasibility value, in which case you simply move the marker on the scale to the desired location between Easy (1) and Hard (9). You can also select to enter your own feasibility equation. If you choose to do this, the equation, or function, must meet the following requirements:


 * The function must include a reference to the reliability of the component, which is denoted by an R.


 * The function must return a positive value.


 * The function must be described in notation similar to that used in Excel.

Since the evaluation is relative, any feasibility functions that you enter should be correlated with one another. In addition, you should not use your own functions for some components and the predefined feasibility values for others unless you are sure that your functions are correlated to the function used to calculate the predefined values.[1] For this reason, it is preferable to use the predefined values unless you have a compelling reason to do otherwise.

You can then click the Optimize icon.

Once optimization has been performed, the following information will be displayed for each selected block:


 * The target reliability, which is the reliability of the component at the specified mission end time that would be required in the optimum scenario to increase component reliability to reach the specified reliability goal.


 * Equivalent parallel units, which indicates the number of identical blocks that would be required in a parallel configuration for the particular block to meet the specified reliability goal, in lieu of increasing the component’s reliability.

In addition, the System Reliability field in the Outputs area of the control panel will display the reliability of the system if the optimum scenario is implemented (i.e., if all selected blocks are improved to their target reliability values).

Note: Subdiagram blocks are displayed as hyperlinks. You can click the name of the subdiagram block to add another tab to the allocation analysis folio, where you can perform allocation analysis for the subdiagram.

You can click the Send to Workbook icon to save the results in an analysis workbook.

The Select Workbook window that appears allows you to select an existing analysis workbook or add a new one to the project. If you select an existing workbook, you can select the Overwrite Existing Sheets option to overwrite the current contents of the workbook. If you do not select this option, a new sheet will be added to the workbook. If you select to add a new workbook, you will be prompted for the workbook name.

You can click the Send to Excel icon to save the results as an Excel file.

You will be prompted for a filename and location; when you click Save, the file will be saved and, if Excel is installed on your computer, will automatically be opened in Excel.

In either an analysis workbook or an Excel file, the results will look like the ones shown next.

The first row displays the name of the optimized diagram and the allocation type that was used in the optimization. For each selected block, the following information is shown:


 * The block name.


 * Any inputs that you entered:


 * For the Equal allocation type, no block-level inputs are shown.


 * For the Weighted allocation type, the Weight for each block is displayed.


 * For the Cost Optimized allocation type, the Maximum Achievable Reliability and the Feasibility for each block are displayed.


 * RI (Time) is the block’s reliability importance at the specified mission time.


 * Reliability (Time) is the block’s reliability at the specified mission time if no improvements are made.


 * Target Reliability (Time) is the block’s goal reliability at the specified mission time in order to meet the target system reliability.


 * Equivalent parallel units is the number of identical blocks that would be required in a parallel configuration for the particular block to meet the specified reliability goal, in lieu of increasing the component’s reliability.

The System Results include the following:


 * Reliability (Time) is the system’s reliability at the specified mission time if no improvements are made.


 * Target Reliability (Time) is the system’s reliability at the specified mission time if the optimum scenario is implemented.


 * Units displays the units that were specified for the mission time.