Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-12-20020602_084200_20020602_132100-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 | | 2002/06/02 |
Start Time | | 2002/06/02 08:42 |
End Time | | 2002/06/02 13:19 |
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 | | -22.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-12-20020602_084200_20020602_132100-constBx0 |
Minimum Dst Value | | -16 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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