Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Frederick_Wilder_030917_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 06, 2006 |
Start Time | | 2006/03/06 00:00 |
End Time | | 2006/03/06 23:59 |
Key Words | | Northward IMF, Cusp, Topology |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -9.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 72.50000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Frederick_Wilder_030917_1 |
Minimum Dst Value | | -28 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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