Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nathan_Lines_120119_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 19, 2019 |
Start Time | | 2019/11/19 00:00 |
End Time | | 2019/11/22 23:56 |
Key Words | | View |
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 | | -22.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 68.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nathan_Lines_120119_1 |
Minimum Dst Value | | -16 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |