Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katariina_Nykyri_101019_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 17, 2016 |
Start Time | | 2016/10/17 11:00 |
End Time | | 2016/10/17 16:00 |
Key Words | | MMS |
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 | | -9.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.17 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 75.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Katariina_Nykyri_101019_1 |
Minimum Dst Value | | -20 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
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