Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_030518_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 13:00 |
End Time | | 2011/09/26 19:00 |
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 | | 5.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_030518_1 |
Minimum Dst Value | | -89 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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