Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-07-20020925_235900_20020926_044400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 23:59 |
End Time | | 2002/09/26 04:42 |
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 | | 9.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-07-20020925_235900_20020926_044400-constBx0 |
Minimum Dst Value | | -10 |
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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