Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chunming_Zhang_092722_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 22, 2014 |
Start Time | | 2014/04/22 03:30 |
End Time | | 2014/04/22 04:58 |
Key Words | | 1 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chunming_Zhang_092722_2 |
Minimum Dst Value | | -20 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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