Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Rupesh_Das_082317_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 16, 2013 |
Start Time | | 2013/03/16 00:20 |
End Time | | 2013/03/16 02:20 |
Key Words | | Sub-auroral ionosphere |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -6.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 124.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Rupesh_Das_082317_1 |
Minimum Dst Value | | -20 |
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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