Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bruce_Tepke_111011_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 12 2000 |
Start Time | | 2000/08/12 04:00 |
End Time | | 2000/08/12 16:00 |
Key Words | | storm substorms |
Model | | LFM |
Model Version | | LTR-2_1_1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 194.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Bruce_Tepke_111011_4 |
Minimum Dst Value | | -235 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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