Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-04-20020411_200500_20020412_004900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/11 |
Start Time | | 2002/04/11 20:05 |
End Time | | 2002/04/12 00:47 |
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 | | -11.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 198.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-04-20020411_200500_20020412_004900-constBx0 |
Minimum Dst Value | | 10 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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