In this following article we are going to know about what is Jmeter Timers. The main purpose of the article will be, how can we use the timers, Why and where we use it.
By the name we can understand what is the timers. When we need to insert time between test steps or process(or sample) , we use this.
Timers are only processed in conjunction with a sampler. It is preprocessed to sampler.
- Timers are processed before each sampler(for single or multiple timers)
- A timer which is not in the same scope as a sampler will not be processed at all.
-If we need time after a sampler, we need to add to the next sampler
How to use
-Add the timer as a child element of any sampler
-Add the time parameter/script/conditions in the timer
-When we need to thread delay, use timers under thread.
-Some timers can be remotely invoked or scripted.
Types :
1. BeanShell Timer : It is for generating a standard delay. It supports ThreadListener and TestListener methods. Important parameters are
a. Reset bsh.Interpreter before each call : When selected, the interpreter will be recreated for each sample. It can be helpful for long running scheduled scripts
b. Parameters are passed to the BeanShell script
c. Script file contains the BeanShell script.File name is stored in the script variable FileName.
d. BeanShell script ,(returns values in milliseconds to wait)
See this link as for more. I haven't use that.
2. BSF Timer : Making delay with using a BSF scrip.
See this link for more. I haven't used that.
3. Constant Throughput Timer : It aims to generate constant load to server. For that it changes the load parameters. It introduces variable pauses, calculated to keep the total throughput (samples/min) [As near value as possible]. We need to set the sample/min parameter along with thread to be affected. It is maintained by changing value by
a. A counter variable ,
b. A JavaScript/ BeanShell function to change value,
c.A remote BeanShell server to change a JMeter property
-It try to keep the throughput, so there may some fluctuation .
-As it is implemented thread wise, add this under the test plan (not thread group)
-Use this for a big load generation over a limited resourced server.
4. Constant Timer : It will keep hold(pause) the step for some time. Values are provided in Milliseconds.
-Best practice to use with ajax or JS call.
-Good to simulate real life scenarios.
5. Gaussian Random Timer : When we need to pause threads for random amount of time, we use this. It has 2 parameter, a. Deviation, means this value will be difference between two random pause. b. Constant Delay Offset, means this value is constant delay after each random pause. All are in Milliseconds
-Best practice to see the behavior after any release( primary load checkup test case)
-Good for random run-time regression(health checkup) scenario.
6. JSR223 Timer : It generate a delay using a JSR223 script. See detail of BSF timer.
7. Poisson Random Timer : It pauses each thread for a random amount of time, with most of the time intervals occurring near a particular value.
-The total delay = Poisson distributed value +the offset value.
-Used for purposes same as gaussian random timer
8. Synchronizing Timer : It blocks thread for synchronizing the load. (it block threads until X number of threads have been blocked, and they are all released at once). "Number of Simultaneous Users to Group by" parameter means number of threads to release at once
-Used for generating large user instance at a same time
-Used for constant Max supported user hit
-Used for making a stress test environment for max support testing.
9. Uniform Random Timer : It is used for uniformly random delay(well, see, random can be uniform..:)... ). Random Delay Maximum provides max milliseconds of pause(random). Constant Delay Offset is the added milliseconds with random delay.
-Good for random run-time regression(health checkup) scenario.
10. jp@gc - Throughput Shaping Timer : (please install Google plugins to get that) By adding single or multiple row, it will show the graph of delay generation. Parameters under a row are, Start Rate Per Second, End Rate Per Second, Duration(of full delay time)
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)
Thanks...:).. Please add comments on more uses of Timers.,
By the name we can understand what is the timers. When we need to insert time between test steps or process(or sample) , we use this.
Timers are only processed in conjunction with a sampler. It is preprocessed to sampler.
- Timers are processed before each sampler(for single or multiple timers)
- A timer which is not in the same scope as a sampler will not be processed at all.
-If we need time after a sampler, we need to add to the next sampler
How to use
-Add the timer as a child element of any sampler
-Add the time parameter/script/conditions in the timer
-When we need to thread delay, use timers under thread.
-Some timers can be remotely invoked or scripted.
Types :
1. BeanShell Timer : It is for generating a standard delay. It supports ThreadListener and TestListener methods. Important parameters are
a. Reset bsh.Interpreter before each call : When selected, the interpreter will be recreated for each sample. It can be helpful for long running scheduled scripts
b. Parameters are passed to the BeanShell script
c. Script file contains the BeanShell script.File name is stored in the script variable FileName.
d. BeanShell script ,(returns values in milliseconds to wait)
See this link as for more. I haven't use that.
2. BSF Timer : Making delay with using a BSF scrip.
See this link for more. I haven't used that.
3. Constant Throughput Timer : It aims to generate constant load to server. For that it changes the load parameters. It introduces variable pauses, calculated to keep the total throughput (samples/min) [As near value as possible]. We need to set the sample/min parameter along with thread to be affected. It is maintained by changing value by
a. A counter variable ,
b. A JavaScript/ BeanShell function to change value,
c.A remote BeanShell server to change a JMeter property
-It try to keep the throughput, so there may some fluctuation .
-As it is implemented thread wise, add this under the test plan (not thread group)
-Use this for a big load generation over a limited resourced server.
4. Constant Timer : It will keep hold(pause) the step for some time. Values are provided in Milliseconds.
-Best practice to use with ajax or JS call.
-Good to simulate real life scenarios.
5. Gaussian Random Timer : When we need to pause threads for random amount of time, we use this. It has 2 parameter, a. Deviation, means this value will be difference between two random pause. b. Constant Delay Offset, means this value is constant delay after each random pause. All are in Milliseconds
-Best practice to see the behavior after any release( primary load checkup test case)
-Good for random run-time regression(health checkup) scenario.
6. JSR223 Timer : It generate a delay using a JSR223 script. See detail of BSF timer.
7. Poisson Random Timer : It pauses each thread for a random amount of time, with most of the time intervals occurring near a particular value.
-The total delay = Poisson distributed value +the offset value.
-Used for purposes same as gaussian random timer
8. Synchronizing Timer : It blocks thread for synchronizing the load. (it block threads until X number of threads have been blocked, and they are all released at once). "Number of Simultaneous Users to Group by" parameter means number of threads to release at once
-Used for generating large user instance at a same time
-Used for constant Max supported user hit
-Used for making a stress test environment for max support testing.
9. Uniform Random Timer : It is used for uniformly random delay(well, see, random can be uniform..:)... ). Random Delay Maximum provides max milliseconds of pause(random). Constant Delay Offset is the added milliseconds with random delay.
-Good for random run-time regression(health checkup) scenario.
10. jp@gc - Throughput Shaping Timer : (please install Google plugins to get that) By adding single or multiple row, it will show the graph of delay generation. Parameters under a row are, Start Rate Per Second, End Rate Per Second, Duration(of full delay time)
Thanks...:).. Please add comments on more uses of Timers.,