Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-03-20020906_035700_20020906_084200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/06 |
Start Time | | 2002/09/06 03:57 |
End Time | | 2002/09/06 08:40 |
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 | | 2.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-03-20020906_035700_20020906_084200-constBx0 |
Minimum Dst Value | | -33 |
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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