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Çë½ÏÈçºÎ¸ù¾ÝµçÈÝÆ÷µÄ³ä·ÅµçÇúÏß¼ÆËãinternal resistance (IR) drop
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ÇëÎʱ¾°æ³¬¼¶µçÈÝÆ÷µÄ¸÷λ¸ßÈË£¬ÈçºÎ¸ù¾ÝµçÈÝÆ÷µÄ³ä·ÅµçÇúÏßÀ´¼ÆËãinternal resistance (IR) drop£¿±¾ÈËÒÔǰ×ö﮵çµÄ£¬ÏÖÔÚ¸Õ¸Õ½Ó´¥µçÈÝÆ÷·½ÃæµÄ֪ʶ£¬¶ÔÕâÒ»¼ÆËã×ÅʵºÜÃÔ㣬¸ã²»Çå£¬ÌØµØÀ´±¾°æÇë½Ì¡£ 1. Çë½ÌÈçºÎ¸ù¾ÝµçÈÝÆ÷µÄ³ä·ÅµçÇúÏß¼ÆËãinternal resistance (IR) drop? ¿´µ½ÓÐÎÄÏ×дµ½£º The internal resistance was determined from the voltage drop at the beginning of each discharge: R=¡÷V(iRΪVµÄϱê)/2i£¬ ¡÷V(iRΪVµÄϱê) is the voltage drop between the first two points from its top cut-off. This voltage drop is also referred to as the iR drop. i is the current applied. 2. ÏëÇë½Ï¸ßÈ˼òµ¥½âÊÍ»òÕß½éÉÜһϹ¦ÂʺÍÄÜÁ¿ÃܶȼÆË㹫ʽµÄÓÉÀ´¡£ ¿´¼û¸ÃÎÄÏ×̸µ½¹¦ÂÊÃܶȺÍÄÜÁ¿ÃܶȵļÆË㹫ʽÈçÏ£º P=V*V/[4RM] & E=0.5CV*V/M where V is the applied voltage ,R is the internal resistance, M is the total mass of active electrode materials used in electrochemical capactiors, and C is the measrued total capacitance of electrochemical capactiors ÕâÓë³£¼ûµÄPºÍE¼ÆË㹫ʽÓгöÈë°¡ E=It(Ua)/m P=I(Ua)/m ÆäÖУ¬IΪ³ä·ÅµçµçÁ÷£¬tΪ·Åµçʱ¼ä£¬UaΪƽ¾ù¹¤×÷µçѹ£¬mΪÕý¸º¼«»îÐÔ²ÄÁϵÄÖÊÁ¿Ö®ºÍ¡£ [ Last edited by 1101030303 on 2012-1-31 at 22:49 ] |
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2Â¥2012-02-01 06:16:50
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¶àлָµã£¬¸ÒÎÊ ¶Ô¼ÆËãµçÈÝÁ¿µÄ¹«Ê½£º C = i /-[¦¤V/¦¤t] = i /-(slope) where i is the current applied, [¦¤V/¦¤t] is the slope of the discharge curve after the initial iR drop. ÆäÖеĦ¤VΪµÚ¶þµãµÄµçѹ¼õÈ¥·Åµç½áÊøÄǸöµãµÄµçѹ£¿¦¤tΪ·Åµç½áÊøÄǸöµãµÄʱ¼ä¼õÈ¥µÚ¶þµãµÄʱ¼ä£¿ ¶ÔÓÚÄÚ²¿µç×è¼ÆË㹫ʽ£º R = ¦¤V£¨iR£© /2i ¦¤V£¨iR£© is the voltage drop between the first two points from its top cut-off. This voltage drop is also referred to as the iR drop. i is the current applied. ÆäÖÐµÄ ¦¤V£¨iR£©Îª·Åµç×î¸ßµãµÄµçѹ¼õÈ¥µÚ¶þµãµÄµçѹ£¿ |
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