Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-01-20021123_065400_20021123_113900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/23 |
Start Time | | 2002/11/23 06:54 |
End Time | | 2002/11/23 11:37 |
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 | | 25.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-01-20021123_065400_20021123_113900-constBx0 |
Minimum Dst Value | | -52 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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