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59.2.5.1 Miner s Rule. Miner s rule33 is employed when attempting to assess fatigue life under multiple fatigue loading conditions. It is commonly used when addressing the combined power and minicycle thermal loading conditions described in the previous section. Miner s rule is based on the premise that fatigue damage accumulates over each cycle. When a critical quantity of damage has been imparted on a system, the system will fail. Miner s rule states that the sum of the ratios of the actual number of cycles to fail of a given fatigue loading condition to the number of cycles to fail if only that fatigue loading condition occurs is equal to 1. Equation 59.16 contains a general expression of Miner s rule.9 where Nai = 1.0 Noi (59.16)

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NET Core Barcode is a cross-platform Portable Class Library that generates barcodes using barcode fonts. .... NET applications (WinForms, WPF, ASP . NET and ...

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Calculating EAN-8 / EAN - 13 check digits with VB . NET . The following two code snippets show how to calculate an EAN8 / EAN13 check digit with Visual Basic .

Nai = actual number of fatigue cycles that occur Noi = number of cycles to fail if only that specific fatigue cycle occurred

Miner s rule can be expanded and rearranged for power cycle and minicycle considerations. Equation 59.17 contains that expression. Npoweractual/Npoweronly + Nminiactual/Nminionly = 1.0 where Npoweractual = actual number of power cycles that occur before failure Npoweronly = number of power cycles to fail if only power cycles occur Nminiactual = actual number of power cycles that occur before failure Nminionly = number of minicycles to fail if only minicycles occur (59.17)

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Creating EAN - 13 Barcodes with C# - CodeProject
19 Apr 2005 ... NET 2005 - 7.40 Kb ... The EAN - 13 barcode is composed of 13 digits, which are made up of the following sections: the first 2 or 3 digits are the ...

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19 Apr 2005 ... NET 2005 - 7.40 Kb ... The EAN - 13 barcode is composed of 13 digits, which are made up of the following sections: the first 2 or 3 digits are the ...

You have already seen that some components, like an ADF Faces Table, include built-in functionality to drag and drop columns within the table. However, you can add further drag-and-drop behavior to your application by using the drag-and-drop ADF Faces components. The basics of drag and drop are generally the same: ADF Faces provides a number of operation components that can indicate the source of a drag operation and the drop area. Each of these components would be a child of the UI component for which the drag or drop operation applies. In the simplest case, you don t require any additional coding to implement drag and drop; however, for more complex cases like shopping carts, where you might be storing a collection of items, you can also define a managed bean that can be used to handle the collection of dropped data.

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of by the system. The instruction only uses the difference in the counts to create the delays. If a delay that is more then 32 bits is specified, a problem will occur that has to be handled by the programmer. Delays expressed by numbers that exceed 32 bits are very unlikely to be needed within our programs. The wiring schematic for this program is illustrated in Figure 16-10; the program for blinking the LED as controlled by the potentiometer delay is listed in Program 16-4.

The Norris-Landzberg acceleration transformation can be combined with Miner s rule to estimate the fatigue life of a package. Note that the Norris-Landzberg method tends to be conservative when assessing minicycles whose changes in temperature are much smaller than the experimental temperature change applied when qualifying the part.

Practical Examples 59.2.6.1 Comparing the Reliability of Two Packages Qualified Under Different Thermal Loading Conditions Given: Thermal cycle qualification data and test conditions for packages A and B (Table 59.4)

TABLE 59.4 Package A and Package B Qualification Data Package A Tmax Tmin Frequency N50 (number of cycles to 50% failure) 110 C 10 C 1 cycle/hr 2,291 Package B 100 C 0 C 1 cycle/hr 3,575

Solution: It is necessary to decide which thermal profile will be kept as a constant and which one will be mapped. This problem can be solved both ways each temperature cycling condition could be mapped into the other. Either method requires utilizing Eq. 59.10 and 59.14 to transform the number of cycles to failure. For clarity, let condition A refer to the thermal conditions that package A was qualified under, and let condition B refer to the qualification test conditions to which package B was exposed.

59.2.6.2 Map Package A Lifetime into Package B Thermal Loading Conditions. Using Eq. 59.10, one would derive Eq. 59.18. AF = where NfAA NfAB (59.18)

{{12 Sep 09 Harprit Sandhu BlinkLEDpot.spin Propeller Tool Ver. 1.2.6 16 Program 4 This program turns an LED ON and OFF, with a pot set delay. Define the constants we will use. }} CON

AF = acceleration factor NfAA = number of cycles to failure in package A cycled from 10 to 125 C (condition A) NfAB = number of cycles to failure in package A cycled from 0 to 100 C (condition B)

1/ 3

15:

(59.19)

AF = acceleration factor fA = cyclic frequency for condition A (1 cycle/hr) fB = cyclic frequency for condition B (1 cycle/hr) TA = maximum temperature for condition A (110 C, 383 K) TB = maximum temperature for condition B (100 C, 373 K) TA = difference between maximum and minimum temperature of condition A (120) TB = difference between maximum and minimum temperature of condition B (100)

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