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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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