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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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