Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-11-20020530_184200_20020530_232600-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 | | 2002/05/30 |
Start Time | | 2002/05/30 18:42 |
End Time | | 2002/05/30 23:24 |
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 | | -27.11 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-11-20020530_184200_20020530_232600-constBx0 |
Minimum Dst Value | | -8 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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