|Table of Contents|

Development and Spatial Analysis of Digital Agriculture Garden Based on ArcGIS Engine(PDF)

南京师范大学学报（工程技术版）[ISSN:1006-6977/CN:61-1281/TN]

Issue:
2006年03期
Page:
86-89
Research Field:
Publishing date:

Info

Title:
Development and Spatial Analysis of Digital Agriculture Garden Based on ArcGIS Engine
Author(s):
GAN Ling; FEN Xiang; ZHANG Chao
Education Ministry’s Key Lab of Geographic Information Science,East China Normal University,Shanghai 200062,China
Keywords:
embeded-GIS;  arcGIS eng ine;  spatial ana ly sis
PACS:
S126
DOI:
-
Abstract:
Based on the techn ique and theory o fEm beded- GIS, ArcGIS Eng ine and GIS Spatia lAnalysis, in comb-i nation w ith the d ig ita l agr iculture pro ject, and w ith A rcGIS Eng ine as its p la tform, the paper develops buffer ing function, one o fG IS spatial ana lyst functions. Then it exp la ins the developing process by in troduc ing basic function, page design, deta iled function design and dev elopment. Furthermo re, the paper deepens buffer ing function in A rcM ap, and show s abundance and efficiency o f Deve lop ing G IS Spatia l Ana lys is by app ly ing ArcG IS Eng ine.

References:

[ 1] TAMOGICH IT, TANAKA K, YAMAFU JI K, et a.l Fuzzy descripto r system s: stab ility ana lys is and design v ia LM Is[ C ] / / Proceedings o f Am er ican Contro l Conference. San D iego: Am er ican Automa tic Contro l Counci,l 1999: 1827-1831.
[ 2] TAN IGUCH IT, TANAKA K, YAMAFUJIK, et a .l Fuzzy descr iptor system s and nonlinearmodel fo llow ing contro l[ J] . IEEE T ransactions on Fuzzy System s, 2000, 8( 4): 442-452.
[ 3] KEEL L H, BHATTACHARYYA S P, ROBUST. Frag ile, or Optim a l[ J]. IEEE Trans on Automa tic Control, 1997, 42( 8): 1098-1105.
[ 4] HYUN, SANG C KIM K TAE, PARK H BAE. Robust and non- frag ileH∞contro ller design for affine param eter uncerta in system s[ C] / / Pro ceedings of the 39th IEEE Conference on Dec ision and Contro .l Sydney, NSW: Austra lia IEEE, 2000: 3224- 3229.
[ 5] JADBABAIE A, CHAOUKI T A, ABDALAH, e t a .l Robust, non-frag ile and optim a l contro ller design v ia linear m atr ix inequa lities[ C] / / Proceed ing s of the Am erican Contro l Con fe rence. Ph ilade lphia, Pennsy lvania: Am erican Autom atic Contro l Counci,l 1998: 2842-2846.
[ 6] DOMEN ICO F, CHAOUKIT A. Robust non- frag ile LQ contro llers: the static sta te feedback case[ C] / / Proceed ings of the Am erican Contro l Conference. Philadelphia, Pennsy lvan ia: Am er ican Autom a tic Contro l Counci,l 1998: 1109-1113.
[ 7] 舒伟仁, 张庆灵. 不确定时滞广义系统的鲁棒非脆弱H ∞ 控制[ J] . 控制与决策, 2005, 20( 6): 629-633.
SHU W e iren, ZHANG Q ing ling. Robust and non-frag ileH ∞ contro l for uncerta in singu lar sy stem sw ith tim e-delay in state[ J]. Con tro l and Decision, 2005, 20( 6): 629-633. ( in Chinese)
[ 8] 朱宝彦, 张庆灵. 参数不确定的广义T- S模糊系统的最优保成本控制. [ J] 系统工程理论与实践, 2004, 25( 12): 49- 57.
ZHU Baoyan, ZHANG Q ing ling. Optim a l guranteed cost contro l fo r T- S fuzzy descriptor sy stem s w ith uncertain pa rame ters [ J] . Sy stem s Eng inee ring-Theory and Practice, 2004, 25( 12) : 49-57. ( in Ch inese)
[ 9] KHARGONEKAR P, PETERSEN IR, ZHOU K. Robust stab ilization of uncerta in system s andH∞ optim al contro l[ J]. IEEE T rans on Automa tic Contro,l 1990, 35( 3) : 351-361.

Memo

Memo:
-
Last Update: 2013-04-29