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.
Satellite data B plot for Wind for time period of this run.
![](data: 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)
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