Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_072817_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 08, 2013 |
Start Time | | 2013/10/08 15:54 |
End Time | | 2013/10/09 03:54 |
Key Words | | Magnetopause Crossing |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.51 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 111.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_072817_4 |
Minimum Dst Value | | -69 |
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-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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