Welcome to the Industrial Automation website!

NameDescriptionContent
HONG  KANG
E-mail  
Password  
  
Forgot password?
  Register
当前位置:

Development and contribution of natural gas industry under China's carbon neutrality goal

来源: | 作者:佚名 | 发布时间 :2024-01-02 | 561 次浏览: | Share:

2.2 Multi-scenario prediction based on fixed-base energy consumption elasticity coefficient method

According to China's economic development trend, and with reference to The State Council's "Action Plan for Carbon Peak before 2030" : Strictly and reasonably control the growth of coal consumption during the "14th Five-Year Plan" period, gradually reduce during the "15th Five-Year Plan" period, as well as the implementation of the ban on the sale of fuel vehicles by the Ministry of Industry and Information Technology, this paper predicts that coal and oil consumption will peak in 2030-2040, considering the service life of ordinary coal-fired power plants and fuel vehicles, coal and oil will still occupy a certain proportion of primary energy before 2060. But overall usage has shrunk dramatically. Gas-fired power generation will develop into the main peak power supply, so there is still a large room for natural gas consumption to rise. Based on this theory, this paper tries to establish the benchmark scenario, low-speed scenario and high-speed scenario corresponding to different economic growth rates. Through comparative analysis of the relationship between energy consumption and economic growth in China in recent years, based on quantitative prediction and research assumptions, the fixed-basis energy consumption elasticity coefficient method [15] is adopted to calculate the total medium and long-term primary energy consumption in China, and the natural gas consumption is forecasted and analyzed by setting the proportion of natural gas in the future primary energy consumption.

The elasticity coefficient of energy consumption is the ratio of the growth rate of energy consumption in a certain period to the growth rate of gross domestic product (GDP) in the same period, which usually reflects the relationship between energy consumption and national economic development. The traditional non-fixed-base energy consumption elasticity coefficient data is convenient to obtain and simple to calculate. As shown in Figure 2, the mismatch between China's energy consumption growth rate and economic growth rate is poor, resulting in large fluctuation of the non-fixed-base energy consumption elasticity coefficient and fuzzy law (Figure 3), which is not conducive to quantitative analysis.

The elasticity coefficient of fixed-base energy consumption in China is relatively stable on the whole (Figure 3), and has shown a slow rise since 1979. In 1998, the growth rate of China's GDP and energy consumption reached the lowest value in the same period (Figure 2), resulting in a significant decline in the elasticity coefficient of fixed-base energy consumption. However, with the rapid development of China's manufacturing industry, the growth rate of GDP and energy consumption has increased significantly, and the elasticity coefficient of energy consumption has gradually recovered. Compared with developed countries, China's energy consumption elasticity coefficient is significantly higher than that of developed countries in Europe and the United States in the same period due to its energy structure with a high proportion of coal, industrial structure dominated by heavy industry and manufacturing, and extensive economic growth mode with high energy consumption, as shown in Figure 3. In the past few decades, the economic growth rate of the major developed countries in Europe and the United States is generally higher than the growth rate of energy consumption, and some of them have negative growth in energy consumption, and the elasticity coefficient of fixed base energy consumption has decreased to a negative value. After 2006, the elasticity coefficient of China's fixed energy consumption showed a slow downward trend, and after the establishment of the "double carbon" goal, China's energy utilization efficiency will continue to improve, and the energy consumption per unit GDP will continue to decline, there is reason to believe that the coefficient will continue to maintain a steady decline. According to the trend extrapolation method, the forecast of the elasticity coefficient of fixed base energy consumption from 2021 to 2060 under the base scenario in this paper is shown in Figure 3, which predicts that the coefficient will decline to 0.18 in 2030 and 0.08 in 2060.

In addition, it has become a general consensus that the proportion of natural gas in the primary energy consumption structure will increase in the future, and the mainstream forecast is between 10% and 12% [16]. In this paper, the ratio of natural gas consumption to primary energy consumption is assumed to be 12%.

In the baseline scenario, countries emerge from the COVID-19 pandemic in a timely manner, trade recovery accelerates, and domestic and international cycles continue to generate momentum. It is expected that the average annual economic growth rate in the period from 2021 to 2060 will remain at about 3.5%, in which the average annual economic growth rate in the period from 2021 to 2030 will be 5.5% in the early period, and will be reduced to 2.83% in the period from 2031 to 2060 in the later period, but the economic quality will be higher and the green and low-carbon carbon will be more prominent. It is predicted that the total primary energy consumption in 2030 will increase from 49.80×108 t (tons of standard coal) in 2020 to 60.78×108 t, and then the growth rate will slow down and reach 62.23×108 t in 2060, as shown in Table 2. According to this calculation, natural gas consumption in 2030 and 2060 is about 6 006×108 m3 and 6 150×108 m3, respectively.

  • Metso A413177 Digital Interface Control Module
  • METSO A413222 8-Channel Isolated Temperature Input Module
  • Metso A413313 Interface Control Module
  • METSO D100532 Control System Module
  • METSO A413310 8-Channel Digital Output Module
  • METSO A413659 Automation Control Module
  • Metso D100314 Process Control Interface Module
  • METSO A413665 8-Channel Analog Output Module
  • METSO A413654 Automation Control Module
  • Metso A413325 Interface Control Module
  • METSO A413110 8-Channel Analog Input Module
  • METSO A413144 Automation Control Module
  • Metso A413160 Digital Interface Control Module
  • METSO A413152 8-Channel Digital Input Module
  • METSO A413240A Automation Control Module
  • METSO A413146 Digital Interface Control Module
  • METSO A413150 Multi-Role Industrial Automation Module
  • METSO A413125 Automation Control / I/O Module
  • Metso A413111 Interface Control Module
  • METSO A413140 Automation Control Module
  • METSO 020A0082 Pneumatic Control Valve Component
  • METSO 02VA0093 Automation Control Module
  • METSO 02VA0153 Actuator Control Module
  • METSO 02VA0190 Automation Control Module
  • Metso 02VA0193 Pneumatic Control Valve Component
  • METSO 02VA0175 Valve Actuator Module
  • METSO D100308 Industrial Control Module
  • MOOG QAIO2/2-AV D137-001-011 Analog Input/Output Module
  • MOOG D136-002-002 Servo Drive or Control Module
  • MOOG D136-002-005 Servo Drive Control Module
  • MOOG D136E001-001 Servo Control Card Module
  • MOOG M128-010-A001B Servo Control Module Variant
  • MOOG G123-825-001 Servo Control Module
  • MOOG D136-001-008a Servo Control Card Module
  • MOOG M128-010 Servo Control Module
  • MOOG T161-902A-00-B4-2-2A Servo-Proportional Control Module
  • MOTOROLA 21255-1 Electronic Component Module
  • MOTOROLA 12967-1 / 13000C Component Assembly
  • MOTOROLA 01-W3914B Industrial Control Module
  • Motorola MVME2604-4351 PowerPC VMEbus Single Board Computer
  • MOTOROLA MVME162-513A VMEbus Embedded Computer Board
  • MOTOROLA MPC2004 Embedded PowerPC Processor
  • Motorola MVME6100 VMEbus Single Board Computer
  • MOTOROLA MVME162PA-344E VMEbus Embedded Computer Board
  • MOTOROLA RSG2PMC RSG2PMCF-NK2 PMC Expansion Module
  • Motorola APM-420A Analog Power Monitoring Module
  • MOTOROLA 0188679 0190530 Component Pair
  • Motorola 188987-008R 188987-008R001 Power Control Module
  • MOTOROLA DB1-1 DB1-FALCON Control Interface Module
  • MOTOROLA AET-3047 Antenna Module
  • Motorola MVME2604761 PowerPC VMEbus Single Board Computer
  • MOTOROLA MVME761-001 VMEbus Single Board Computer
  • MOTOROLA 84-W8865B01B Electronic System Module
  • Motorola MVIP301 Digital Telephony Interface Module
  • MOTOROLA 84-W8973B01A Industrial Control Module
  • MOTOROLA MVME2431 VMEbus Embedded Computer Board
  • MOTOROLA MVME172PA-652SE VMEbus Single Board Computer
  • Motorola MVME162-223 VMEbus Single Board Computer
  • MOTOROLA BOARD 466023 Electronic Circuit Board
  • Motorola MVME333-2 6-Channel Serial Communication Controller
  • MOTOROLA 01-W3324F Industrial Control Module
  • MOTOROLA MVME335 VMEbus Embedded Computer Board
  • Motorola MVME147SRF VMEbus Single Board Computer
  • MOTOROLA MVME705B VMEbus Single Board Computer
  • MOTOROLA MVME712A/AM VMEbus Embedded Computer Board
  • MOTOROLA MVME715P VMEbus Single Board Computer
  • Motorola MVME172-533 VMEbus Single Board Computer
  • Motorola TMCP700 W33378F Control Processor Module
  • MOTOROLA MVME188A VMEbus Embedded Computer Board
  • Motorola MVME712/M VME Transition Module
  • Motorola 30-W2960B01A Industrial Processor Control Module
  • MOTOROLA FAB 0340-1049 Electronic Module
  • Motorola MVME162-210 VME Single Board Computer
  • Motorola MVME300 VMEbus GPIB IEEE-488 Interface Controller
  • MOTOROLA CPCI-6020TM CompactPCI Processor Board
  • Motorola MVME162-522A VMEbus Single Board Computer
  • MOTOROLA MVME162-512A VMEbus Single Board Computer
  • MOTOROLA MVME162-522A 01-W3960B/61C VMEbus Single Board Computer
  • MOTOROLA MVME162-220 VMEbus Embedded Computer Board
  • Motorola MVME162-13 VMEbus Single Board Computer
  • MOTOROLA MVME162-10 VMEbus Single Board Computer
  • RELIANCE 57C330C AutoMax Network Interface Module
  • RELIANCE 6MDBN-012102 Drive System Module
  • RELIANCE 0-60067-1 Industrial Drive Control Module
  • Reliance Electric 0-60067-A AutoMax Communication Module
  • RELIANCE S0-60065 System Control Module
  • RELIANCE S-D4006-F Industrial Drive Control Module
  • Reliance Electric S-D4011-E Shark I/O Analog Input Module
  • RELIANCE S-D4009-D Drive Control Module
  • RELIANCE S-D4043 Drive Control Module
  • Reliance DSA-MTR60D Digital Servo Motor Interface Module
  • RELIANCE 0-60063-2 Industrial Drive Control Module
  • RELIANCE S-D4041 Industrial Control Module
  • Reliance Electric SR3000 2SR40700 Power Module
  • RELIANCE VZ7000 UVZ701E Variable Frequency Drive Module
  • RELIANCE VZ3000G UVZC3455G Drive System Module
  • Reliance Electric S-D4039 Remote I/O Head Module
  • RELIANCE 0-57210-31 Industrial Drive Control Module
  • RELIANCE 0-56942-1-CA Control System Module
  • Reliance Electric 0-57100 AutoMax Power Supply Module
  • RELIANCE 0-54341-21 Industrial Control Module
  • RELIANCE 0-52712 800756-21B Drive Interface Board
  • KEBA PS242 - Power Supply Module
  • KEBA BL460A - Bus Coupling Module
  • KEBA K2-400 OF457/A Operating Panel
  • KEBA T200-M0A-Z20S7 Panel PC
  • KEBA K2-700 AMT9535 Touch Screen Panel
  • KEBA T20e-r00-Am0-C Handheld Terminal
  • KEBA OP350-LD/J-600 Operating Panel
  • KEBA 3HAC028357-001 DSQC 679 IRC5 Teach Pendant
  • KEBA E-32-KIGIN Digital Input Card
  • KEBA FP005 Front Panel
  • KEBA BT081 2064A-0 Module
  • KEBA FP-005-LC / FP-004-LC Front Panel
  • KEBA SI232 Serial Interface
  • KEBA T70-M00-AA0-LE KeTop Teach Pendant
  • KEBA KEMRO-BUS-8 Bus Module
  • KEBA IT-10095 Interface Terminal
  • KEBA RFG-150AWT Power Supply Unit
  • KEBA C55-200-BU0-W Control Unit
  • KEBA Tt100-MV1 Temperature Module
  • KEBA E-HSI-RS232 D1714C / D1714B Interface Module
  • KEBA E-HSI-CL D1713D Interface Module
  • KEBA D1321F-1 Input Module
  • KEBA E-32-D Digital Input Card
  • KEBA C5 DM570 Digital Module
  • KEBA XE020 71088 Module
  • KEBA E-16-DIGOUT Digital Output Card