Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit255-08-20020221_160900_20020221_205300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/21 |
Start Time | | 2002/02/21 16:09 |
End Time | | 2002/02/21 20:51 |
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 | | 1.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit255-08-20020221_160900_20020221_205300-constBx0 |
Minimum Dst Value | | -9 |
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. |