Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit284-01-20020430_062300_20020430_110700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/30 |
Start Time | | 2002/04/30 06:23 |
End Time | | 2002/04/30 11:05 |
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 | | -9.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.13 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit284-01-20020430_062300_20020430_110700-constBx0 |
Minimum Dst Value | | -5 |
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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