Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit330-09-20020819_073600_20020819_122100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/19 |
Start Time | | 2002/08/19 07:36 |
End Time | | 2002/08/19 12:19 |
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 | | -11.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 242.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit330-09-20020819_073600_20020819_122100-constBx0 |
Minimum Dst Value | | -53 |
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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