Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit283-11-20020429_205000_20020430_013400-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 20:50 |
End Time | | 2002/04/30 01:32 |
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 | | -15.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit283-11-20020429_205000_20020430_013400-constBx0 |
Minimum Dst Value | | -25 |
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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