Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_080822_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 29, 2013 |
Start Time | | 2013/06/29 10:51 |
End Time | | 2013/06/29 11:43 |
Key Words | | 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 | | 23.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | devi_rn_080822_2 |
Minimum Dst Value | | -91 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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