Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWPC_LFM_030512_8 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 06:00 |
End Time | | 2011/08/06 12:00 |
Key Words | | dB/dt R2O Challenge 2011 August 5-6, 2011 |
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 | | -7.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 113.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | SWPC_LFM_030512_8 |
Minimum Dst Value | | -107 |
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 THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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