Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Alexa_Halford_062105_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 3 2001 |
Start Time | | 2001/08/03 3:09 |
End Time | | 2001/08/03 15:09 |
Key Words | | substorm |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 7.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Alexa_Halford_062105_1a |
Minimum Dst Value | | -10 |
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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