Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit382-08-20021220_201700_20021221_010200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/20 |
Start Time | | 2002/12/20 20:17 |
End Time | | 2002/12/21 01:00 |
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 | | 23.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit382-08-20021220_201700_20021221_010200-constBx0 |
Minimum Dst Value | | -64 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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