Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-02-20020521_204700_20020522_013100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/21 |
Start Time | | 2002/05/21 20:47 |
End Time | | 2002/05/22 01:29 |
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 | | -20.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.88 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-02-20020521_204700_20020522_013100-constBx0 |
Minimum Dst Value | | -2 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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