Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit323-06-20020802_012900_20020802_061300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/02 |
Start Time | | 2002/08/02 01:29 |
End Time | | 2002/08/02 06:11 |
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 | | -8.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit323-06-20020802_012900_20020802_061300-constBx0 |
Minimum Dst Value | | -102 |
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.
Satellite data B plot for GOES-8 for time period of this run.
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)
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