Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071221_17 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 09, 2017 |
Start Time | | 2017/09/09 00:00 |
End Time | | 2017/09/10 00:00 |
Key Words | | Joule Heating |
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 | | 2.39 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.78 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 108.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dibyendu_Sur_071221_17 |
Minimum Dst Value | | -98 |
SW Source | | DSCOVR-L2 |
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: 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)
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