Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Doug_Cramer_050422_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 27, 1997 |
Start Time | | 1997/02/27 12:00 |
End Time | | 1997/02/28 16:30 |
Key Words | | cir rcm |
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 | | -5.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Doug_Cramer_050422_1 |
Minimum Dst Value | | -86 |
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 IMP-8 for time period of this run.
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)
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