Štiritaktni motor

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Štiritaktni motor by Mind Map: Štiritaktni motor

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

2. 1 takt -sesanje

3. 2 takt - stiskanje

4. 3 takt -delo

5. 4. takt izpuh

6. Slika zgoraj prikazuje delovanje štiri taktnega motorja v vseh šterih taktih.

7. http://besedila.eu/strojnistvo/stiritaktni-motor

8. 2 takt - stiskanje

9. 4. takt- izpuh

10. 3. takt- delo

11. 1 takt - Sesanje

12. New node