Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-10-20020623_072900_20020623_121300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 07:29 |
End Time | | 2002/06/23 12:11 |
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 | | -19.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-10-20020623_072900_20020623_121300-constBx0 |
Minimum Dst Value | | -18 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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