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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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