Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-04-20020827_201500_20020828_005900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/27 |
Start Time | | 2002/08/27 20:15 |
End Time | | 2002/08/28 00:57 |
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 | | -10.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-04-20020827_201500_20020828_005900-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-8 for time period of this run.
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)
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