Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_090422_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 27, 1998 |
Start Time | | 1998/08/27 10:54 |
End Time | | 1998/08/27 12:18 |
Key Words | | Heat |
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 | | 11.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.97 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 137.80000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_090422_3 |
Minimum Dst Value | | -139 |
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 Polar for time period of this run.
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)
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