Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit361-10-20021101_065200_20021101_113700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/01 |
Start Time | | 2002/11/01 06:52 |
End Time | | 2002/11/01 11:35 |
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 | | 19.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit361-10-20021101_065200_20021101_113700-constBx0 |
Minimum Dst Value | | -30 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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