Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit332-11-20020824_112300_20020824_160800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/24 |
Start Time | | 2002/08/24 11:23 |
End Time | | 2002/08/24 16:06 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -19.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 199.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit332-11-20020824_112300_20020824_160800-constBx0 |
Minimum Dst Value | | -20 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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