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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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