Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masha_Kuznetsova_032808_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 8 2007 |
Start Time | | 2007/06/08 22:30 |
End Time | | 2007/06/08 23:50 |
Key Words | | THEMIS, FTEs |
Model | | BATSRUS |
Model Version | | 7.8 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 26.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 86.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Masha_Kuznetsova_032808_1a |
Minimum Dst Value | | -16 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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