Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zihan_Wang_070122_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | test |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Zihan_Wang_070122_1 |
Minimum Dst Value | | -50 |
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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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