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Global-warming problem and global economic models. Comparative analysis of simulation of CO{sub 2} emission control; Chikyu ondanka mondai to grobal keizai model. CO{sub 2} haishutsu yokusei ni kansuru simulation no hikaku bunseki

Abstract

This report describes results of investigation, comparison and analysis of various global models to analyze what policies are effective for reduction of greenhouse effect gases as measures for prevention of the global warming and building of a well-balanced energy supply structure. The paper deals with global models like a general equilibrium macroeconomic model on a cost for reduction of CO{sub 2} emission and an energy economy simulation model. The results of the simulation of global models indicate that there are big differences in optimum carbon tax rate between the models, but a drop in GDP growth rate affected by emission control is very low in each model. These results seem to be attractive. However, in the method using these models in which improvement of energy efficiency is regarded as a main factor, there is still some doubt whether CO{sub 2} emission can be practically controlled in the long term. 58 refs., 47 figs., 8 tabs.
Publication Date:
Sep 30, 1991
Product Type:
Technical Report
Report Number:
IEE-SR-225
Reference Number:
SCA: 290301; PA: NEDO-91:950809; SN: 92000731930
Resource Relation:
Other Information: PBD: 30 Sep 1991
Subject:
29 ENERGY PLANNING, POLICY AND ECONOMY; GLOBAL ASPECTS; GREENHOUSE EFFECT; FLOW MODELS; ENERGY ANALYSIS; SIMULATION; COMPARATIVE EVALUATIONS; CARBON DIOXIDE; AIR POLLUTION ABATEMENT; CARBON COMPOUNDS; ENERGY CONSUMPTION; TAXES; GROSS DOMESTIC PRODUCT; ENERGY EFFICIENCY; 290301; REGIONAL AND GLOBAL ENVIRONMENTAL ASPECTS
OSTI ID:
10142169
Research Organizations:
Institute of Energy Economics, Tokyo (Japan)
Country of Origin:
Japan
Language:
Japanese
Other Identifying Numbers:
Other: ON: DE92514557; TRN: 91:950809
Availability:
OSTI; NTIS (US Sales Only)
Submitting Site:
NEDO
Size:
200 p.
Announcement Date:
Jul 05, 2005

Citation Formats

None. Global-warming problem and global economic models. Comparative analysis of simulation of CO{sub 2} emission control; Chikyu ondanka mondai to grobal keizai model. CO{sub 2} haishutsu yokusei ni kansuru simulation no hikaku bunseki. Japan: N. p., 1991. Web.
None. Global-warming problem and global economic models. Comparative analysis of simulation of CO{sub 2} emission control; Chikyu ondanka mondai to grobal keizai model. CO{sub 2} haishutsu yokusei ni kansuru simulation no hikaku bunseki. Japan.
None. 1991. "Global-warming problem and global economic models. Comparative analysis of simulation of CO{sub 2} emission control; Chikyu ondanka mondai to grobal keizai model. CO{sub 2} haishutsu yokusei ni kansuru simulation no hikaku bunseki." Japan.
@misc{etde_10142169,
title = {Global-warming problem and global economic models. Comparative analysis of simulation of CO{sub 2} emission control; Chikyu ondanka mondai to grobal keizai model. CO{sub 2} haishutsu yokusei ni kansuru simulation no hikaku bunseki}
author = {None}
abstractNote = {This report describes results of investigation, comparison and analysis of various global models to analyze what policies are effective for reduction of greenhouse effect gases as measures for prevention of the global warming and building of a well-balanced energy supply structure. The paper deals with global models like a general equilibrium macroeconomic model on a cost for reduction of CO{sub 2} emission and an energy economy simulation model. The results of the simulation of global models indicate that there are big differences in optimum carbon tax rate between the models, but a drop in GDP growth rate affected by emission control is very low in each model. These results seem to be attractive. However, in the method using these models in which improvement of energy efficiency is regarded as a main factor, there is still some doubt whether CO{sub 2} emission can be practically controlled in the long term. 58 refs., 47 figs., 8 tabs.}
place = {Japan}
year = {1991}
month = {Sep}
}