Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-05-20020423_221600_20020424_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/23 |
Start Time | | 2002/04/23 22:16 |
End Time | | 2002/04/24 02:59 |
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 | | -9.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-05-20020423_221600_20020424_030100-constBx0 |
Minimum Dst Value | | -42 |
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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