Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-11-20020705_121000_20020705_165500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/05 |
Start Time | | 2002/07/05 12:10 |
End Time | | 2002/07/05 16:53 |
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 | | -20.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-11-20020705_121000_20020705_165500-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 GOES-10 for time period of this run.
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)
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