Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-09-20020601_182400_20020601_230900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/01 |
Start Time | | 2002/06/01 18:24 |
End Time | | 2002/06/01 23:07 |
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 | | -27.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-09-20020601_182400_20020601_230900-constBx0 |
Minimum Dst Value | | 9 |
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.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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