Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-07-20020219_022000_20020219_070400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/19 |
Start Time | | 2002/02/19 02:20 |
End Time | | 2002/02/19 07:02 |
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 | | 22.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-07-20020219_022000_20020219_070400-constBx0 |
Minimum Dst Value | | -27 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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