DIGITALNA ARHIVA ŠUMARSKOG LISTA
prilagođeno pretraživanje po punom tekstu




ŠUMARSKI LIST 9-10/2004 str. 68     <-- 68 -->        PDF

T. Pcnlek. I). Pieman. II. Nevečcrcl: SREDNJA UDALJENOST PR1VLAČKNJA DRVA _
Šumarski list br. 9 10. CXXVI1I (2004). 545-558
Dobre , A., 1990: Nekateri dejavniki odpiranja gozd-izgradnje optimalne mreže šumskih prometnica,
nega prostora - Raziskovalna naloga, Institut za Disertacija, Šumarski fakultet Sveučilišta u Zagozdno
in lesno gospodarstvo pri Biotehniški fagrebu,
str. 1-112.
kulteti v Ljubljani, Ljubljana, str. 1-138. Pičman , D. & I. Tomaz , 1995: Određivanje težišta


FAO, 1974a: Logging and log transport in man-made odjela primjenom osobnih računala u svrhu izraforests
in developing countries, FAO/SWE/TF čunavanja srednje udaljenosti privlačenja, Šu116,
Rome. marski list 3, Zagreb, str. 91-103.


FAO, 1974b: Logging and log transport in tropical Pičman, D., T. Pentek&M. Družić, 1997: Utjehigh
forest, FAO Forestry Development Paper caj troškova izgradnje i održavanja šumskih cesNo.
18, Rome. ta na njihovu optimalnu gustoću u nizinskim šu


mama Hrvatske, Mehanizacija šumarstva 22 (2),


Habsburg , U., 1970: Sind Knickschlepper und
Zagreb, Hrvatska, str. 95-101.


Forststrassen Gegensätze? Betrachtungen über
den Einfluss der Rückemethoden auf den We-Pičman , D. &T. Pentck , 1998: Relativna otvoregeabstand.
Allgemine Forstzeitung. nost šumskog područja i njena primjena pri iz


Jeličić , V., 1983: Šumske ceste i putevi, SIZ odgoja i
gradnji šumskih protupožarnih prometnica, Šumarski
list CXXII (1-2), Zagreb, Hrvatska, str.


usmjerenog obrazovanja šumarstva i drvne in19-
30.


dustrije SRH, Zagreb, str 1-193.
Pičman, D. &T. Pentek, 1998: Određivanje sred


Jeličić , V., 1988: Otvaranje šuma i suvremeni trannje
udaljenosti privlačenja težišnom metodom


sport drveta, Jugoslovenski poljoprivredno šumarski
centar - služba šumske proizvodnje, primjenom osobnog računala, Šumarski list
CXXII (9-10), Zagreb, Hrvatska, str. 423-435.


Beograd, br. 88, str. 1-61.
Rebula , E., 1980: Prispevek k opredeljevanju opti


Martinić, I. 1996: Doktorski rad
malne gostote omrežja gozdnih čest, Gozdarski


Fabijanić, G., Š. Meštrović, 1995: Priručnik za


vestnik 9, Ljubljana, str. 372-395


uređivanje šuma, Zagreb, str. 1-416.
Sanktjohanser, L., 1971: Zur Frage der optimalen


Piest , K., 1974: Einfusse auf Walderschlicssung und


Wegendichte in Gabirgswaldungen. Forstwissen


Wegegestaltung. Forsttecchnische Informatio


schaftliches Centralblatt, Nr. 3. p. 142-153.


nen, Nr. 3, p. 27-30.
Segebaden , von G., 1964: Studies of cross-country


Pen tek, T., 2002: Računalni modeli optimizacije


transport distances and road net extension, Stu


mreže šumskih cesta s obzirom na dominantne


dia Forestalia Suecica No. 18.


utjecajne čimbenike, Šumarski fakultet Sveučilišta
u Zagrebu, Disertacija, str. 1-271. Šikić , D. i drugi 1989: Tehnički uvjeti za gospodarske
ceste, Znanstveni savjet za promet JAZU,


Pičman , D., 1993: Utjecaj konfiguracije terena i hi-


Zagreb, str. 1 —40.


drografskih prilika na ekonomsku opravdanost


SUMMARY: Decreasing the mean wood skidding distance is one of the basic tasks of building
forest roads in economic forests. Classical forest openness expressed in km/1000 ha, gets its real
significance and actual situation regarding the forest road network quality only if it is shown in the
combination with the mean skidding distance. The relative forest openness in combination with the
method of bordered area also uses the mean skidding distance as one of the most important input
data. What is a mean skidding distance, which types of mean skidding distances exist, how are
they determined and calculated, in what way we can transform one type of mean skidding distance
into another and which correction factors are used in this are only a few questions to which you
can find the answer in this paper. The calculation of the optimum forest openness, as well as the
calculation of the optimum mean skidding distance are based on mathematical models and once
obtained values are correct, as long as the input calculation parameters are the same. Can the
results of the optimum openness calculation according to mathematical models, which are based
on the minimum total cost of wood skidding, be manipulated, are they extendible within determined
firm boundaries and is such a starting point in a forest opening by forest roads and the total


forest road network optimisation acceptable ? The paper introduces the use of the aimed wood
mean skidding distance.


Key wo rds: forest roads, opening up of forests, optimum opennes, mean skidding distance,
correction factors