The global power cable market is expected to witness robust growth and reach an estimated $79.3 billion in 2017. High investment made by private companies and government interest in the power sector is driving growth in the industry.
The power cable industry comprises companies engaged in manufacturing and selling
of medium, high, and extra high voltage power cables for various applications. The competitive rivalry in the industry is moderate to high because of the large number of players and low product differentiation. A combination of factors such as growth in the power sector, favorable demographics, and increased construction and industrial activities seem to impact market dynamics significantly.
A total of 43 figures / charts and 12 tables are provided in this report to help in your business decisions. Sample figures with some insights are shown below. To learn the scope of, benefits, companies researched and other details of the power cable market report, download the report brochure.
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bMnofceH1x4+1N5E5zy/F//nZoya4miNPoG/va6jEam7QaLL173s2s808ddnP29I/Lbth1LGS7skSS/dzoI+6ucPdSWiyqD+I0+sZ+Meopl8slx+joaMad9TWp3dwxn7HMH3rCTYq05fUHdiWeHIgsU1s3B5WDGTPcyHLhuWfSfnk0l4N5LVNbN6+SIE6jb+yHXk+lUimlmJycTHyIviYlunZ5UfLivbHfSVK8ev99buKc+P53u5uAnVkCPJMQ71Egya4miNPoG/tB11Or1Xp7exPny+Vyub+/f3l5Of5fOpr0UfVt98qVvWalNXZDztnOW750KeOET91fw+qDOI2Ose/SVo8pQpPsdS17Rctey+rkVSwZxj7L6w/s8jm5MVfZf+G5ZzxPmKyGnEWHhT/2G1WkeuyZ6MHBwZWV1K8s6XqT7PUuO/GxL2ZzjNcT3/+urDMyzVwlcyUgrutjP3eFqWdpaemrX/2qnNMol8tpJ6BN+5skOSiXyOcq+8+NPpL7VS87t7VT1/fGfifPe+0yX3IIJCOgO2ppaWnt2rV9fX3VatU4M+i0s88i9yZ9MHPy1D13H/nm13M/32rfQfXBzEnJ33y3HFhVCOguiMR0Xbk3qdEr7BK+p39clvCVqzSXZ08vX7qU74YBcBHQXSMxnfHuOiv3Js1V9tvwfXHj7ZK/Z/Y8JPn7/tRLkr+ffcqXxgLdREB32tDQUOTCoNzSxXPQAMKkb+wHXU+tVlu/fr3k8qZNm7p1igNAIegb+6HXE59B16WvSQB86Bv72uoxGpsEwIe+sR90Pav5T70BNErf2A+9Hj4sCYAnfWO/GPXwcaMA6tI39rXVYzQ2CYAPfWNfWz1GY5MA+NA39gtQT61Wu/766+2boCuVSuCfZgegK/SN/QLUEw/oDn9YEoBC0Df2g67Hfv5GBAENIE7f2A+9nsS32Q0PD2c8RF+TAPjQN/YLUE/kFEdd+poEwIe+sR90PRLNU1NTvb29nOIAkE3f2A+6HgIagD99Yz/oeuQi4aFDhzjFAaAufWM/6HrsDJqABlCXvrEfdD3yaXa8zQ6AD31jP/R67Af2E9AAsukb+wWoh7fZAfChb+wXph47lc7+KxWjsUkAfOgb+8WoJ3Kig78kBBCnb+wXoJ7IF19lfNmV0NckAD70jf0C1ENAA/Chb+wXox5OcQCoS9/YL0Y97ueOZn9av9HYJAA+9I19bfUYjU0C4EPf2C9APXIOuu676yx9TQLgQ9/YL0A9cn7DXiSsS1+TgIK6trJ0cfG1i4uvnb0wfvLtgyffPvh/s3t+c2LHb07sOHthPPen0zf2C1BP/BM5eBcHEIKrn9Qkf18//7zk77MzP/nNiR2Hj//okefXZy97x27PfXv0jf0C1ENAA11x+eMLkr+n5g6ffPvg8bcqMvn936kf1s3fusvzv38g9w3WN/a11WM0Ngloh0sfvnlx8bXzC6dk8vvS2Uclfx8/elfr+SvLEy/+i6zz+FsVeRZJ/IWr77SjIn1jP/R6pqene3p6SqVSX1+f5+cl6WsS0Kg/f/apROHcpZclGSde+7lk5a8nvp1X/h4+/iNZpzzF7Pwz8qRXP6l1pWp9Yz/oety3P/u8A1roaxIQZyN4dv6Zk28fPPrGqGTl3rHb88pfWeHzv39A8vfshXF5xk+uXe529cn0jf2g63H/yLvuX3hb+pqEVUvOAttZsFyCy+UUxL4XNkv+Trz2c1n5ufdelPz982efdrvuJukb+0HXIwE9OTlpjKlUKgQ09EmbCLeYv48fvUvWc/SNUcnf8wun5Im6XXEb6Rv7QdfDV15Bh3ZMhH898W33/K/Mf9t08a0o9I39oOshoFEUbZoIy1U4OQtxau6wPMW1laVulxsofWNfWz1GY5MQCCbCgdM39rXVY9rQpEsfvilDkYmMekyEC42ALoDcm5Q9PpkBFc7C1XcuLr527r0XpWW5/HUGh0EICOgCyL1Jx9+qMHUqFvsZPfI3yvI3Gj4fEEE3C42ALoB2NImTjwGSv1SWj0mzHxOx74XNNGXVIqALoMNN4qxl+8iHpdkPi5BPqmz9k3rYt1oR0AUQVJOYetflfl6l/byeFv9eWf5M49mZn8gumrv08sXF1y5/fKHbtaK9ghr7udBWjylOk9o69Q5/af3vld2/lLMf01PcP1NG64oy9v1pq8doaVL7PoShQAsTYTREx9h3aavHaGxSRJum3t1amAgjL/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8dobBIAH/rGvrZ6jMYmAfChb+xrq8cYc91115UArD7XXXddt+MnZwoDGgB0IKABIFAENAAEioAGgEAR0AAQKAIaAAJFQANAoAhoAAgUAQ0AgSKgASBQBDQABIqARpEsLS2tXbu2v79/eXnZGFOr1Xp7ewcHB1dWVrq9aUD+CGgUzPT0dE9Pz/DwsDGmXC739fVVq9VubxTQFgQ0ikdyef/+/TapjTGVSsV+qtnk5KTcODQ0JLfILFtm3Bs3buzp6bHTcCBYBDSKR3K2VCrZkJVpteRypVKRaXWlUpFctrdwSgTFQkCjkGS+bGfK5XI58tHA8l8S3PYWCWg76QYCR0CjkOIBHT8ZbW+0d5aAHh0d7cYmAw0joFFIkYCWmbIkb7lcllMfQ0ND8oPMrwloFA4BjUKKBLRxLhLaqbQ9v7FhwwbJZQIaxUJAA0CgCGgACBQBDQCBIqABIFAENAAEioAGgEAR0AAQKAIaAAJFQANAoAhoAAgUAQ0AgSKgASBQBDQABIqABoBAEdAAECgCGgACRUADQKAIaAAI1KoI6KWlpbVr10a+Dylf8l1K9iulBwcHV1ZWfB7ofh21/SLqbdu2Ja7cfh21PEq+cK+h7ZRvgXK/Kaor3N3VRBXZZAc2XWmLrezr69u/f7996kg3c2ylCaCbsgFSS6VSyR5cabuCIZNBf0BLOtv2J379c+vcL7tzv8DUZ9vsMZR4i135wMCAVCH3GRgYyD3aOkPKsTXar3bNZeWJO7CJzWu9lYk3Kmul7B/Z+OyATtsVDJls+gM67biRFm7cuFGOsL1790Z+LZuk39XxW9y1yRFmAyj7Kdx5vXjuuefsLe6EQtazc+fONWvWLC8v12q1NWvWjIyM2O+utg+5cOGC+4z2C61LpdLWrVtLpdKuXbtkOiBDQu7pTjQ6INIRO0ORH2Q7S6WSHa7222Ddb+a2Na5bt86Wf+XKlcguzag0smdsN31aKXmU1rhjx4719PQkdtO/lSsrK5EnHRkZiWxwZNd1vpvyvAMDA5OTk5G2Zuwfd1d0fcjU3c/dHTKhBPTJtxa27D72lXvH8lq27D429spFY0y5XE78tSldkQ65v8Dt10W7Nw4NDdmB594SOSAi04G6T2F/+duRljEd2LNnzy233FKtVqenp7/xjW9s375djmBZvwyPqakp+4zm8199LQdl5GiTJ0p8VfHBzMmprZvHhwZzWaa2bn5v7Hey5khH7K6LvF6OZJD5S7K7NVYqFbf8arUa36WJlcb3TGJAJ7bSfH7GJ6uSpJBnyeimfyur1ar7pIkbnF2jfdLzC6ceP3rXI8+vz2V5/OhdZy+My5rleXft2rVt2zY3oONdm52d9ZlBd37I1N3P/kOmHUIJ6HzTWZbb7nvBOHHg/vq1EzG7u21k2OMmcn/z+XPZkXNSkRNqslrPp/A82kZHR4eGhmSqMjw8bFcoj5XnPXTokHv2wH1SOfIiR5s9+uNHW47pLMuRb349vlUmFtCyY+2N7kuWxBrd8hMHcGKl8T0TCeiMViZ2c8+ePf4B7dPKjEM0/tsru5s5prMse8dud3f+5OTkpk2bduzYYZ833jX3F1hQQ6bufvYfMu0QSkAfnHwn94B++OkzJv0FtfsLPPFQkPvbwyhyh9LnLzhEHhW/MZejTY4zOeZkhSMjI+6UUMLLbkYrR9v8oSfyDeg3f/6fsubsUxzxgI5sW2SvRmbEeQV0RisTu9loQNdtZcYh2mhAn5o7nG9AH31jNNK7SqUyMDDgBnRkG7LPQXdxyNTdzwR0e8UvEsa7krjr4zfK1fnEDtU92hKfotGjbXp6et26dV/84hdtxKxbt8491xwJ6Lqv1zp8tLnluFdv3HlN5JWmu51S8vz8vK3RXmC0bfUMaM9THPEWyD/j63RfwvsEdN1WRg5Rn1Mcne9mZLoTOcXhdm1hYaHRgO7MkKm7nwnototcW3BfTKVdiZIb3Vdq9miL3CJ8RnX8KeJHm/nLYZF4glt+sIdXf3//xMSEvFjbsGGDXBWJbEb2RcKuBLRxXoW4L0TqXiR0zxi6Y9iWb1Pb3c9plfpcJIxssHtjpJtuTGR007+V9j7utD2yweEEtFSaeJHQ3pi2K9wVdn7I1N3PBDQ6ofMp3KhuveE0/D0TUbgNLqgQ9jMBrZl7MSQy5Q9QJwO6WHvGFHCDCyq0/UxAA0CgCGgACBQBDQCBIqABIFAENAAEioAGgEAR0AAQKAIaAAJFQANAoAhoAAgUAQ0Agfp/J197NQndEJgAAAAASUVORK5CYII=)
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)
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)
This report provides an overview of the global power cable market and tracks industry performance in four geographic regions. Thus, a total of four segments of the global power cable industry are tracked. The report studies manufacturers serving this segment, providing a five-year annual trend analysis that highlights market size, profit, and cost structure for North America, Europe, APAC, and ROW. The report also provides a forecast, addressing market opportunities for next five years for each of these regions.
The industry experienced growth because of strengthening of regional transmission networks and increased construction and mining activities. The Rest of the World (ROW) experienced the highest growth rate because of increased consumption of power in residential, industrial, commercial, and public sectors.
As per the study, increase in electricity consumption and the consequent need to expand the distribution network may increase the demand. ROW and Asia Pacific (APAC) are the major markets for global power cable providers. Emerging Asia is expected to grow at a faster rate over the next decade. Increasing electricity demand and aging transmission networks are expected to increase demand. Some of the challenges include technology and government policy challenges, price rise, and scarcity of skilled workforce.
Some of the features of Growth Opportunities in the Global Power Cable Market report are:
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Power cable market size estimates in terms of (US $) value by regions
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Global power cable market annual trend (2006-2011) and forecast (2012-2017)
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Porter’s Five Force analysis
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New product launch, merger and acquisition activity in global power cable market
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Quarterly demand trend (Q1 2010-Q4 2011) and forecast analysis (Q1 2012-Q4 2013) for global power cable market
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Gross and net profit trends in the global power cable market
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Cost structure trend in the global as well as regional power cable market
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More than 43 valuable figures/charts and 10 tables are provided in this report
Table of Contents
1. Executive Summary
2. Industry Definition and Scope
3. Industry Overview
4. Global Macroeconomic Overview
5. Industry Trends
6. Industry Forecasts
7. Emerging Trends
8. Conclusions
List of Figures
Chapter 3. Industry Overview
Figure 3.1: External forces shaping global power cable industry
Chapter 4. Global Macroeconomic Overview
Figure 4.1: Global GDP growth rate trend
Figure 4.2: Global inflation rate trend
Figure 4.3: Global population growth rate trend
Figure 4.4: Global unemployment rate trend
Figure 4.5: Regional GDP growth rate trend
Figure 4.6: Regional inflation rate trend
Figure 4.7: Regional population growth rate trend
Figure 4.8: Regional unemployment rate trend
Chapter 5. Industry Trends
Figure 5.1: Global power cable industry annual trend 2006-11 (US $B)
Figure 5.2: Global power cable industry regional trend 2006-11 (US $B)
Figure 5.3: Global power cable industry regional trend 2006-11 (%)
Figure 5.4: Global power cable industry quarterly trend 2010-11 (US $B)
Figure 5.5: Global power cable industry profitability trend 2006-11
Figure 5.6: Global power cable industry revenue per employee trend 2006-11
Figure 5.7: Cost structure of global power cable industry 2006-11
Figure 5.8: Cost structure in North American power cable industry 2006-11
Figure 5.9: Cost structure in European power cable industry 2006-11
Figure 5.10: Cost structure in Asia Pacific power cable industry 2006-11
Figure 5.11: Top 5 companies Vs. power cable industry gross profit & net profit analysis 2012
Figure 5.12: Cash on hand for global power cable industry 2006-11 (US $B)
Figure 5.13: Cash on hand for global power cable industry 2006-11 (%)
Figure 5.14: Asset for global power cable industry 2006-11 (US $B)
Figure 5.15: Assets for global power cable industry 2006-11 (%)
Figure 5.16: Debt for global power cable industry 2006-11 (US $B)
Figure 5.17: Debt for global power cable industry 2006-11 (%)
Figure 5.18: Industry shares of top players in global power cable industry in 2006
Figure 5.19: Industry shares of top players in global power cable industry in 2011
Figure 5.20: Global power cable industry 2006 market share analysis
Figure 5.21: Global power cable industry 2011 market share analysis
Chapter 6. Industry Forecasts
Figure 6.1: Global power cable industry annual forecast 2012-17 (US $B)
Figure 6.2: Global power cable industry quarterly forecast 2012-13 (US $B)
Figure 6.3: Global GDP growth rate forecast
Figure 6.4: Global inflation rate forecast
Figure 6.5: Global population growth rate forecast
Figure 6.6: Global unemployment rate forecast
Figure 6.7: Regional GDP growth rate forecast
Figure 6.8: Regional inflation rate forecast
Figure 6.9: Regional population growth rate forecast
Figure 6.10: Regional unemployment rate forecast
Figure 6.11: Global power cable industry regional forecast 2012-17 (US $B)
Figure 6.12: Global power cable industry regional forecast 2012-17 (%)
Chapter 7. Emerging Trends
Figure 7.1: Global power cable industry opportunity by region
List of Tables
Chapter 3. Industry Overview
Table 3.1: Industry parameters of global power cable industry
Table 3.2: Relative industry attractiveness by region
Chapter 5. Industry Trends
Table 5.1: Regional revenue growth rate
Table 5.2: Percentage change in cost structure
Table 5.3: Percentage change in cash on hand
Table 5.4: Percentage change in total asset
Table 5.5: Percentage change in total debt
Table 5.6: Key companies by revenue growth
Table 5.7: Key companies by revenue decline
Chapter 6. Industry Forecasts
Table 6.1: Global power cable regional forecast growth rate
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