Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-05-20020830_100800_20020830_145300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/30 |
Start Time | | 2002/08/30 10:08 |
End Time | | 2002/08/30 14:51 |
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 | | -15.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-05-20020830_100800_20020830_145300-constBx0 |
Minimum Dst Value | | -28 |
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-10 for time period of this run.
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)
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