Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-02-20020829_195000_20020830_003500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/29 |
Start Time | | 2002/08/29 19:50 |
End Time | | 2002/08/30 00:33 |
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 | | -10.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-02-20020829_195000_20020830_003500-constBx0 |
Minimum Dst Value | | -12 |
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 Polar for time period of this run.
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)
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