Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-11-20020914_211700_20020915_020100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 21:17 |
End Time | | 2002/09/15 01:59 |
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 | | -0.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-11-20020914_211700_20020915_020100-constBx0 |
Minimum Dst Value | | -38 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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