Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-01-20020502_152600_20020502_201100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/02 |
Start Time | | 2002/05/02 15:26 |
End Time | | 2002/05/02 20:09 |
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 | | -26.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-01-20020502_152600_20020502_201100-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.
Satellite data B plot for GOES-10 for time period of this run.
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)
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