Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Quanqi_Shi_070210_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 3 2002 |
Start Time | | 2002/09/03 09:00 |
End Time | | 2002/09/03 16:00 |
Key Words | | Cusp |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 174.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Quanqi_Shi_070210_1 |
Minimum Dst Value | | 17 |
SW Source | | DSCOVR-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 GOES-10 for time period of this run.
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)
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