Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-12-20020201_013000_20020201_061100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/01 |
Start Time | | 2002/02/01 01:30 |
End Time | | 2002/02/01 06:09 |
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 | | 27.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 238.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-12-20020201_013000_20020201_061100-constBx0 |
Minimum Dst Value | | -27 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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