Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-10-20020530_135700_20020530_184100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
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 |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/30 |
Start Time | | 2002/05/30 13:57 |
End Time | | 2002/05/30 18:39 |
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 | | -32.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-10-20020530_135700_20020530_184100-constBx0 |
Minimum Dst Value | | -13 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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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)
| VMR Tools created by Darren De Zeeuw. |