Video Tutorial -
With help of thread group jmeter script can simulate the number of users as per configured in thread group to access the server and perform specified actions. We can configure the users through Thread properties mentioned in diagram given below.
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)
Number of Threads - Specify number of virtual users for which we want to execute the script.
Ramp-Up Period - The time to start all threads mentioned from 0 to specified number.
For example if we say 10 threads and 10 ram-up time means all 10 threads will be up and running by 10 seconds. The basic formula here us number of threads divided by ramp-up time.
Loop count- Number of iterations for each thread. The script will continue execution until for all threads all samplers are executed and there are no loops left. If loop count is set to forever then we can control the threads will continue execution until specified time in the Duration section.
Suppose we specify 10 mins as duration the the threads will continue execution until 10 mins.
Scheduler - This is used to set total duration of the test. Once we check Schedular Durationa field is available to edit. We can set any duration for our choice let us set to 60 secs.What if there is error we can select what actions we want to perform as shown in the below .
a. Continue - Continue the test even if there are failures.
b. Start Next Thread Loop - Stops the execution of current thread and starts next thread look execution.
c. Stop Thread - This will kill thread group
d. Stop Test - Stop test gracefully and allows current running operation to complete and then stop the test.
e. Stop Test Now - This will stop the test immediately respective of what operations are running.
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)
Let us consider we have more than one thread group and add thread group 2. In this case both the thread groups starts in parallel by default.
![](data:image/png;base64,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)
Now suppose we have requirement where thread group 2 is dependent of thread group then in this case we can go to Test Plan and the select option "Run Thread Groups Consecutively".
![](data:image/png;base64,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)
In Case we have requirement where we need to execute Specific actions before and after a thread group then we can use Set Up and Tear Down Thread Group.
With help of thread group jmeter script can simulate the number of users as per configured in thread group to access the server and perform specified actions. We can configure the users through Thread properties mentioned in diagram given below.
Number of Threads - Specify number of virtual users for which we want to execute the script.
Ramp-Up Period - The time to start all threads mentioned from 0 to specified number.
For example if we say 10 threads and 10 ram-up time means all 10 threads will be up and running by 10 seconds. The basic formula here us number of threads divided by ramp-up time.
Loop count- Number of iterations for each thread. The script will continue execution until for all threads all samplers are executed and there are no loops left. If loop count is set to forever then we can control the threads will continue execution until specified time in the Duration section.
Suppose we specify 10 mins as duration the the threads will continue execution until 10 mins.
Scheduler - This is used to set total duration of the test. Once we check Schedular Durationa field is available to edit. We can set any duration for our choice let us set to 60 secs.What if there is error we can select what actions we want to perform as shown in the below .
a. Continue - Continue the test even if there are failures.
b. Start Next Thread Loop - Stops the execution of current thread and starts next thread look execution.
c. Stop Thread - This will kill thread group
d. Stop Test - Stop test gracefully and allows current running operation to complete and then stop the test.
e. Stop Test Now - This will stop the test immediately respective of what operations are running.
Let us consider we have more than one thread group and add thread group 2. In this case both the thread groups starts in parallel by default.
Now suppose we have requirement where thread group 2 is dependent of thread group then in this case we can go to Test Plan and the select option "Run Thread Groups Consecutively".
In Case we have requirement where we need to execute Specific actions before and after a thread group then we can use Set Up and Tear Down Thread Group.
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