Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-04-20021227_043100_20021227_091600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/27 |
Start Time | | 2002/12/27 04:31 |
End Time | | 2002/12/27 09:14 |
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 | | 31.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.76 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 112.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-04-20021227_043100_20021227_091600-constBx0 |
Minimum Dst Value | | -68 |
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 GOES-8 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. |