Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chunming_Zhang_092722_7 | |
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 | | FAC |
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_7 |
Minimum Dst Value | | -20 |
SW Source | | ACE-realtime |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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