Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-01-20020524_010600_20020524_055000-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 | | 2002/05/24 |
Start Time | | 2002/05/24 01:06 |
End Time | | 2002/05/24 05:48 |
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 | | -22.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-01-20020524_010600_20020524_055000-constBx0 |
Minimum Dst Value | | -77 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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