Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-01-20020514_124900_20020514_173300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/14 |
Start Time | | 2002/05/14 12:49 |
End Time | | 2002/05/14 17:31 |
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 | | -27.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-01-20020514_124900_20020514_173300-constBx0 |
Minimum Dst Value | | -50 |
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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