Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-02-20020703_171600_20020703_220100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/03 |
Start Time | | 2002/07/03 17:16 |
End Time | | 2002/07/03 21:59 |
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 | | -30.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-02-20020703_171600_20020703_220100-constBx0 |
Minimum Dst Value | | -11 |
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.
Data/Model comparison B plot for GOES-10 for time period of this run.
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)
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