Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-03-20021107_004700_20021107_053100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 00:47 |
End Time | | 2002/11/07 05:29 |
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 | | 15.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-03-20021107_004700_20021107_053100-constBx0 |
Minimum Dst Value | | -38 |
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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