Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-06-20020811_140000_20020811_184500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/11 |
Start Time | | 2002/08/11 14:00 |
End Time | | 2002/08/11 18:43 |
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 | | -25.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-06-20020811_140000_20020811_184500-constBx0 |
Minimum Dst Value | | -30 |
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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)
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