Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit354-06-20021014_200300_20021015_004800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/14 |
Start Time | | 2002/10/14 20:03 |
End Time | | 2002/10/15 00:46 |
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 | | 7.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit354-06-20021014_200300_20021015_004800-constBx0 |
Minimum Dst Value | | -54 |
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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