Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yang_Mei_050123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 04:00 |
End Time | | 2015/03/17 12:00 |
Key Words | | StormEvent |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yang_Mei_050123_2 |
Minimum Dst Value | | -83 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 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. |