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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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