Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_082317_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 28, 2010 |
Start Time | | 2010/12/28 08:00 |
End Time | | 2010/12/28 20:00 |
Key Words | | Magnetopause Crossing |
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 | | -29.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 78.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_082317_4 |
Minimum Dst Value | | -50 |
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.
Satellite data B plot for GOES-11 for time period of this run.
![](data: 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)
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