Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-04-20020915_210900_20020916_015400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/15 |
Start Time | | 2002/09/15 21:09 |
End Time | | 2002/09/16 01:52 |
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 | | -0.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-04-20020915_210900_20020916_015400-constBx0 |
Minimum Dst Value | | -39 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |