How to calculate the time over which flux changes

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In summary, the conversation discusses a formula for calculating the magnetic flux and the time over which it changes. It is mentioned that the answer for the time may be negative, but it is not possible for time to be negative. Therefore, the answer should be made positive and the polarity of the e.m.f. is not specified. The final answer is -0.008 seconds.
  • #1
poortech
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1. if the magnetic flux linking all the turns of a 50 turn coil changes from 10 mWB to 20 mWB and induces an e.m.f. of 62.5 V in the coil, calculate the time over which the flux changes.

i know the formula to calculate the flux which is

E = -N change in flux / change in time.

to calculate the change in time we just need to change E with change in time in the formula, but by doing this answer will be negative which is not possible as time can not be negative. how to get rid of this -ve. or is it ok if i don't use it at all.


my answer is -0.008 Sec.



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  • #2
The 62.5V polarity was not defined with respect to coil geometry so your answer is correct when made positive.
 
  • #3
62.5 V is an absolute value of e.m.f
 
  • #4
thnx a lot guyz... :D
 
  • #5


To calculate the time over which the flux changes, we can use the formula E = -N(change in flux/change in time). In this case, we know the change in flux (10 mWB to 20 mWB) and the induced e.m.f. (62.5 V), so we can rearrange the formula to solve for the change in time: change in time = -E(change in flux)/N. Plugging in the values, we get change in time = -(62.5 V)(10 mWB - 20 mWB)/50 turns = 0.008 seconds.

However, as you mentioned, this answer is negative, which is not possible for time. To avoid this issue, we can simply take the absolute value of the change in time, which would give us a positive value of 0.008 seconds. Alternatively, we can use the magnitude of the change in flux (10 mWB - 20 mWB = 10 mWB) instead of the actual values, which would also result in a positive value of 0.008 seconds.

In summary, the time over which the flux changes is 0.008 seconds, and we can either take the absolute value or use the magnitude of the change in flux to avoid the issue of a negative time.
 

Related to How to calculate the time over which flux changes

1. How do I calculate the time over which flux changes?

To calculate the time over which flux changes, you need to have two data points - the initial flux value and the final flux value. Then, subtract the initial value from the final value to get the change in flux. Next, divide the change in flux by the rate of change (usually given in units of flux per unit time) to determine the time over which the flux changed.

2. What is flux and why does it change over time?

Flux is the amount of a substance or energy that passes through a given area over a period of time. It can change over time due to various factors such as changes in temperature, pressure, or concentration, as well as external influences like the introduction of a new substance or the removal of an existing substance.

3. What units are used to measure flux and time?

Flux is typically measured in units of mass per unit area per unit time (such as grams per square meter per second). Time is measured in units of seconds, minutes, hours, or days depending on the duration of the change in flux being measured.

4. Can I calculate the time over which flux changes for any type of system?

Yes, the concept of flux and the calculation of the time over which it changes can be applied to various systems, including physical, chemical, and biological systems. However, the specific equations and units used may differ depending on the system being studied.

5. Are there any limitations to using the time over which flux changes as a measure?

Yes, there are some limitations to using the time over which flux changes as a measure. This method assumes that the rate of change is constant, which may not always be the case. Additionally, it does not take into account any fluctuations or variations in the flux over time, which may be important for some systems.

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