Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: KyoungJoo_Hwang_070910_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 12 2003 |
Start Time | | 2003/01/12 14:00 |
End Time | | 2003/01/12 16:00 |
Key Words | | Foreshock effects on magnetopause |
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 | | -13.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 168.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | KyoungJoo_Hwang_070910_1 |
Minimum Dst Value | | -18 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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