Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-02-20020827_104500_20020827_152900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/27 |
Start Time | | 2002/08/27 10:45 |
End Time | | 2002/08/27 15:27 |
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 | | -17.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-02-20020827_104500_20020827_152900-constBx0 |
Minimum Dst Value | | -32 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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