Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-10-20020623_072900_20020623_121300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 07:29 |
End Time | | 2002/06/23 12:11 |
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 | | -19.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-10-20020623_072900_20020623_121300-constBx0 |
Minimum Dst Value | | -18 |
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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