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-2 for time period of this run.
![](data: image/png;base64,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)
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