Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-11-20020914_211700_20020915_020100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 21:17 |
End Time | | 2002/09/15 01:59 |
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 | | -0.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-11-20020914_211700_20020915_020100-constBx0 |
Minimum Dst Value | | -38 |
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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