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.
Satellite data B plot for Wind for time period of this run.
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)
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