Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-03-20020522_013200_20020522_061600-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 | | 2002/05/22 |
Start Time | | 2002/05/22 01:32 |
End Time | | 2002/05/22 06:14 |
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 | | -11.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-03-20020522_013200_20020522_061600-constBx0 |
Minimum Dst Value | | -7 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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