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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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