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	<title>รถยนต์ไฟฟ้า byd &#8211; News about new technology and use News about culture and lifestyle News about development and innovation</title>
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		<title>ทำไมประเทศไทยต้องเร่งพัฒนาอุตสาหกรรมยานยนต์ไฟฟ้าให้เกิดขึ้นอย่างแพร่หลายในอีก 5 ปีข้างหน้า ?</title>
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		<pubDate>Mon, 22 Apr 2024 09:00:00 +0000</pubDate>
				<category><![CDATA[รถยนต์ไฟฟ้า byd]]></category>
		<category><![CDATA[รถยนต์ไฟฟ้า Volvo]]></category>
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					<description><![CDATA[รถยอดนิยม Mazda 2 ราคาเริ่มต้น 546,000.Mazda 3 ราคาเริ่มต้น 969,000.Mazda CX-3 ราคาเริ่มต้น 769,000. Nissan Almera ราคาเริ่มต้น 499,000.Nissan Kicks ราคาเริ่มต้น 889,000.Nissan Navara ราคาเริ่มต้น 599,000. ผลงานนี้ ใช้สัญญาอนุญาตของครีเอทีฟคอมมอนส์แบบ แสดงที่มา-ไม่ใช้เพื่อการค้า 4.zero International. Volvo XC40 Recharge ติดตั้งแบตเตอรี่ห่างจากพื้น 190 มม. ส่วน Volvo C40 Recharge Pure Electric ที่เปิดตัวมาด้วยกันนั้น จะเป็นรถยนต์ครอสโอเวอร์ไฟฟ้ารุ่นแรกของ Volvo ที่ไม่ใช้หนังสัตว์ในการตกแต่งภายในเลย มี 5 ที่นั่ง ตัวรถกว้าง 1,873 มม. ขนาดรถยนต์– ความยาว <br /><br /><a class="read-more" href="https://urbannewsfrontline.com/%e0%b8%97%e0%b8%b3%e0%b9%84%e0%b8%a1%e0%b8%9b%e0%b8%a3%e0%b8%b0%e0%b9%80%e0%b8%97%e0%b8%a8%e0%b9%84%e0%b8%97%e0%b8%a2%e0%b8%95%e0%b9%89%e0%b8%ad%e0%b8%87%e0%b9%80%e0%b8%a3%e0%b9%88%e0%b8%87%e0%b8%9e/">Read More</a>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i.ytimg.com/vi/XTsuUJ6cLjE/hqdefault.jpg" width="308px" alt="รถยนต์ไฟฟ้า Volvo"/></p>
<p>รถยอดนิยม Mazda 2 ราคาเริ่มต้น 546,000.Mazda 3 ราคาเริ่มต้น 969,000.Mazda CX-3 ราคาเริ่มต้น 769,000. Nissan Almera ราคาเริ่มต้น 499,000.Nissan Kicks ราคาเริ่มต้น 889,000.Nissan Navara ราคาเริ่มต้น 599,000. ผลงานนี้ ใช้สัญญาอนุญาตของครีเอทีฟคอมมอนส์แบบ แสดงที่มา-ไม่ใช้เพื่อการค้า 4.zero International. Volvo XC40 Recharge ติดตั้งแบตเตอรี่ห่างจากพื้น 190 มม.</p>
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width="306px" alt="รถยนต์ไฟฟ้า Volvo"/><br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://erdi.cmu.ac.th/wp-content/uploads/2020/12/Electric-Vehicle_1-1024x1024.png" width="306px" alt="รถยนต์ไฟฟ้า Volvo"/></p>
<p>ส่วน Volvo C40 Recharge Pure Electric ที่เปิดตัวมาด้วยกันนั้น จะเป็นรถยนต์ครอสโอเวอร์ไฟฟ้ารุ่นแรกของ Volvo ที่ไม่ใช้หนังสัตว์ในการตกแต่งภายในเลย มี 5 ที่นั่ง ตัวรถกว้าง 1,873 มม. ขนาดรถยนต์– ความยาว four,233 มม.– ความกว้าง 1,837 มม.– ความสูง 1,549 มม.– ความยาวฐานล้อ 2,650 มม.– ความกว้างช่วงล้อหน้า 1,590 มม. Autolifethailandวิเคราะห์ เจาะลึก ทุกข้อเท็จจริง รีวิวรถยนต์แบบตรงไปตรงมา โดย นิธิ ท้วมประถม Autolifethailand.television. Toyota Revo ราคาเริ่มต้น 544,000.Toyota Yaris ATIV four ประตู ราคาเริ่มต้น 529,000.Toyota Yaris 5 ประตู ราคาเริ่มต้น 539,000.Toyota Corolla Cross ราคาเริ่มต้น 989,000.Toyota Fortuner ราคาเริ่มต้น 1,319,000.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://i.ytimg.com/vi/mOv6Pcf1jKc/hqdefault.jpg" width="306px" alt="รถยนต์ไฟฟ้า Volvo"/></p>
<p>ในเวลา 4.9 วินาที โดยทั้ง 2 รุ่นมีพะกำลังในการลากจูงได้มากถึง 2,200 กก. สมรรถนะ– กำลังสูงสุดของมอเตอร์ไฟฟ้า 115+200 kW (รวม 315 kW)– แรงม้าสูงสุดจากมอเตอร์ไฟฟ้า 156+272 แรงม้า HP (รวม 428 แรงม้า HP)– แรงบิดสูงสุดจากมอเตอร์ไฟฟ้า 200+343 นิวตัน-เมตร (รวม 543 นิวตัน-เมตร)– อัตราเร่ง กม./ชม. สมรรถนะ– กำลังสูงสุดของมอเตอร์ไฟฟ้า 200 kW– แรงม้าสูงสุดจากมอเตอร์ไฟฟ้า 272 แรงม้า HP– แรงบิดสูงสุดจากมอเตอร์ไฟฟ้า 343 นิวตัน-เมตร– อัตราเร่ง กม./ชม. ใหม่ Volvo EX90 รถยนต์ SUV ไฟฟ้า ระดับเรือธง ขนาด 7 ที่นั่ง ขุมพลัง 517 แรงม้า ระยะการขับขี่ 600 กม. Wuling BINGUO ใหม่ ถูกเผยโฉมครั้งแรกในไทยก่อนเปิดตัวอย่างเป็นทางการช่วงไตรมาสที่ 2 ปีนี้ พร้อมมอเตอร์ไฟฟ้า sixty eight แรงม้า แบตเตอรี่ขับขี่ไกลสุด 333 กม.</p>
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