Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-10-20020422_125900_20020422_174400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/22 |
Start Time | | 2002/04/22 12:59 |
End Time | | 2002/04/22 17:42 |
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 | | -21.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-10-20020422_125900_20020422_174400-constBx0 |
Minimum Dst Value | | -36 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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