Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-06-20021218_013600_20021218_062000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/18 |
Start Time | | 2002/12/18 01:36 |
End Time | | 2002/12/18 06:18 |
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 | | 32.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-06-20021218_013600_20021218_062000-constBx0 |
Minimum Dst Value | | 15 |
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 IMP-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. |