Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-11-20020705_121000_20020705_165500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/05 |
Start Time | | 2002/07/05 12:10 |
End Time | | 2002/07/05 16:53 |
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 | | -20.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-11-20020705_121000_20020705_165500-constBx0 |
Minimum Dst Value | | 14 |
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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