Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit328-06-20020813_230700_20020814_035200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/13 |
Start Time | | 2002/08/13 23:07 |
End Time | | 2002/08/14 03:50 |
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 | | -8.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit328-06-20020813_230700_20020814_035200-constBx0 |
Minimum Dst Value | | -17 |
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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