Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_011618_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 04, 2015 |
Start Time | | 2015/07/04 14:20 |
End Time | | 2015/07/05 06:20 |
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 | | 30.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 120.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_011618_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.
Satellite data B plot for Cluster-1 for time period of this run.
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)
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