Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-03-20020416_092700_20020416_141100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/16 |
Start Time | | 2002/04/16 09:27 |
End Time | | 2002/04/16 14:09 |
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 | | -12.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 197.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-03-20020416_092700_20020416_141100-constBx0 |
Minimum Dst Value | | -3 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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