Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Haje_Korth_102504_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 18 2003 |
Start Time | | 2003/08/18 12:00 |
End Time | | 2003/08/19 0:00 |
Key Words | | Magnetic Cloud |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Haje_Korth_102504_1 |
Minimum Dst Value | | -148 |
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 Polar for time period of this run.
![](data: 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)
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