Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-04-20020428_113500_20020428_161900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/28 |
Start Time | | 2002/04/28 11:35 |
End Time | | 2002/04/28 16:17 |
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 | | -21.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-04-20020428_113500_20020428_161900-constBx0 |
Minimum Dst Value | | -31 |
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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