Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-08-20020709_160000_20020709_204500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 16:00 |
End Time | | 2002/07/09 20:43 |
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 | | -31.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.44 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-08-20020709_160000_20020709_204500-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 Polar for time period of this run.
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