Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bruce_Tepke_121511_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2000/08/10 17:30 |
End Time | | 2000/08/11 11:00 |
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 | | 0 |
F10.7 | | 186.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Bruce_Tepke_121511_1 |
Minimum Dst Value | | -106 |
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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