Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-07-20021223_003600_20021223_052100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/23 |
Start Time | | 2002/12/23 00:36 |
End Time | | 2002/12/23 05:19 |
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 | | 32.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-07-20021223_003600_20021223_052100-constBx0 |
Minimum Dst Value | | -25 |
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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