![]() ![]() (Optional) Select Add evaluate on exit to add up to five (5) conditions to match string This number must be between one (1) and ten (10), inclusive. For more information, see Automated job retries.įor Job attempts, specify the number of times to attempt your job (in case it fails). Parallel definition code#This is based on string matching of theĮrror code and reasons listed for the job attempt. YouĬan also create conditions to decide whether a failed job should be retried. In the Retry Strategies section, you can specify the number of times to retry a job. ![]() Lowercase), numbers, hyphens, and underscores are allowed. ![]() In the navigation pane, choose Job definitions, Create.įor Name, enter a unique name for your job definition. Now, applying rule #4, we get I b1 = V b1⁄ R 1, I b2 = V b2⁄ R2, and I b3 = V b3⁄ R1.To create a multi-node parallel job definitionįrom the navigation bar, select the Region to use. Applying rule #3 gives us V b1 = V 0, V b2 = V 0, and V b3 = V 0. Also, we will call the DC voltage source V 0.įollowing parallel circuit rule #4, we know that we can apply Ohm’s law to each individual branch because rule #3 tells us the voltage across each branch. We can call the three branches and their resistors B1, B2, B3, R 1, R 2, and R 3 respectively. Let’s work together to find the current through each branch. V bn = V totalĤ.) The current through each branch is equal to the voltage divided by the branch’s resistance. I total = V total⁄ R totalģ.) The voltage across each branch is equal to the DC voltage source for the branches. 1⁄ R total = 1⁄ R b1 + 1⁄ R b2 + … + 1⁄ R bnĢ.) The current through the circuit is equal to the DC voltage source divided by the total resistance of the circuit, but the current through each branch is a fraction of the total current and dependent on that branch’s resistance (see rule #4). So, V 1 = I total×R 1, V 2 = I total×R 2, and V 3 = I total×R 3.įor a parallel circuit like the one below, we follow these four basic rules.ġ.) The reciprocal of the total resistance of the circuit equals the sum of the reciprocals of every branch’s resistance. Rule #3 and Ohm’s law tell us that V = IR. Lastly, we will quickly find the voltage across each resistor. We now know the total resistance and current of the circuit! Then, following rule #2, we get I total = V 0⁄ R total. ![]() Parallel definition series#To find the current through the circuit, we must first find the total resistance.įollowing series circuit rule #1, we know that adding all three resistors will give us the total resistance. Also, we will call the DC voltage source V 0. We can call the three resistors R 1, R 2, and R 3 respectively. Let’s work together to find the voltage across each resistor and the current through the circuit, based on the resistance of each component. I total = V total⁄ R totalģ.) The voltage across a component is V = IR, where R is the resistance of the component. R total = R 1 + R 2 + … + R nĢ.) The current through the circuit is equal to the DC voltage divided by the total resistance of the circuit. For a series circuit like the one below, we follow these three basic rules.ġ.) The total resistance of the circuit equals the sum of all resistors. ![]()
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