Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_091720_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 07, 2017 |
Start Time | | 2017/09/07 00:00 |
End Time | | 2017/09/10 02:00 |
Key Words | | Joule Heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_091720_6 |
Minimum Dst Value | | -142 |
SW Source | | OMNI |
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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