Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit345-01-20020922_101600_20020922_150100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/22 |
Start Time | | 2002/09/22 10:16 |
End Time | | 2002/09/22 14:59 |
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 | | -5.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit345-01-20020922_101600_20020922_150100-constBx0 |
Minimum Dst Value | | -14 |
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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