Energy stored in superconducting magnet

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SUMMARY

The discussion centers on calculating the total energy dissipated in a discharge heater during the discharge of a 3 Tesla superconducting magnet from an FT-ICR mass spectrometer. The magnet, operational for 20 years in persistent mode, was discharged, and measurements of current and voltage were taken at 20 time points. The key conclusion is that total energy can be calculated by plotting power against time, where energy equals power multiplied by time, represented as the area under the power-time graph.

PREREQUISITES
  • Understanding of superconducting magnets and their operational principles
  • Knowledge of electrical power calculations, specifically Energy = Power x Time
  • Familiarity with graphing techniques for data visualization
  • Basic experience with FT-ICR mass spectrometry systems
NEXT STEPS
  • Learn how to plot power versus time using software like MATLAB or Python's Matplotlib
  • Research the principles of energy dissipation in electrical systems
  • Explore advanced techniques for analyzing discharge curves in superconducting magnets
  • Investigate the operational characteristics of FT-ICR mass spectrometers and their components
USEFUL FOR

Researchers, physicists, and engineers involved in superconducting magnet technology, energy dissipation analysis, and mass spectrometry applications.

JosipMiller
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Hello

8 months ago we discharged a 3 Tesla superconducting magnet which is part of old FT-ICR mass spectrometer. Magnet was charged some 20 years ago and working since (which is exceptionally long since it worked in persistive mode, which means no charging in all this time).

During discharge we measure discharge current in 20 time points and of course voltage on discharge heater in the same time. Discharge started at 56.7 Amperes and 1V on discharging heater and normally ended at 0V and 0A.

Now, since discharge process current and voltage were decreasing during process it is easy to calculate power dissipated on the heater during discharge in specific point of time, but how to calculate total energy (Joules) dissipated on discharge heater thrugh time of discharging ?

Thank you,

Tomislav
 
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My first approach would be to plot power against time if possible.
Energy = power x time so it would be the area under this graph
 
technician said:
My first approach would be to plot power against time if possible.
Energy = power x time so it would be the area under this graph

Thank you !

I can plot a graph considering fact that I have 20 measuring points in time with known current and voltage.

Thanks again,

Tomislav
 

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