Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-10-20020429_160500_20020429_204900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/29 |
Start Time | | 2002/04/29 16:05 |
End Time | | 2002/04/29 20:47 |
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 | | -25.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-10-20020429_160500_20020429_204900-constBx0 |
Minimum Dst Value | | -28 |
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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