Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_100905_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 23 2001 |
Start Time | | 2001/08/23 11:00 |
End Time | | 2001/08/23 15:00 |
Key Words | | cusp location for typical northward imf |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | george_siscoe_100905_2 |
Minimum Dst Value | | -12 |
SW Source | | DSCOVR-realtime |
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 Geotail for time period of this run.
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)
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