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 THEMIS-C for time period of this run.
![](data: 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)
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