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