Submit an Article
Become a reviewer
Vol 156
Pages:
268-273
Download volume:
RUS
Article

Green spaces in the St. Petersburg cadaster system

Authors:
I. I. Minkevich1
V. F. Kovyazin2
V. M. Shabnov3
About authors
  • 1 — St. Petersburg Forestry Academy
  • 2 — G.V. Plekhanov Saint Petersburg Mining University
  • 3 — Pushkinskoe Unitary Garden and Park Enterprise
Date submitted:
2003-06-25
Date accepted:
2003-07-23
Date published:
2004-09-09

Abstract

When compiling the cadaster of the city, two years of observations on the green spaces of St. Petersburg were carried out. The main attention of the authors was paid to the English oak (summer oak) as a species with a point habitat, but widely used in the park construction of the northern capital. Suburban parks, created in the 18th century by the Russian tsars, were chosen as objects of research. These are the Pavlovsk Museum-Reserve, Babolovsky and Separate Parks in Pushkin, and the Dubki Park in Sestroretsk. The history and technology of creation of plantations, groups and solitaries are established, growth dynamics and modern successions of oak by other species are shown. Proposed measures for the care of green spaces, which will be taken into account in the future maintenance of the inventory.

Область исследования:
(Archived) Surveying and geodesy
Go to volume 156

Similar articles

Stress-strain state of the pillar-mass system around the RAW chambers
2004 M. A. Karasev
Calculation of the parameters of artificial pillars in the ascending order of deposit mining
2004 D. Yu. Minaev, E. I. Boguslavskii
Determination of latitude and azimuth without the aid of a chronometer by a star with unknown coordinates
2004 I. S. Pandul
Calculation of thermal stresses in the ground mass around the chamber, where the temperature is maintained by radioactive decay
2004 A. G. Protosenya, A. K. Chernikov, G. N. Zhurov
From the experience of creating a high-altitude separation network in the construction of out-of-grade bridges
2004 E. S. Bogomolova, O. N. Malkovskii
Optimization of the number of classes when estimating probability distributions of properties of natural objects
2004 L. P. Vlasevskii