Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sharad_Tripathi_011614_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 20, 2005 |
Start Time | | 2005/01/20 00:00 |
End Time | | 2005/01/23 02:00 |
Key Words | | Sharad_janmag |
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 | | -24.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.94 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 119.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sharad_Tripathi_011614_1 |
Minimum Dst Value | | -97 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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