Murali Arulmozhiyal 2020a - Revision history

Rimni at 13:28, 20 May 2021

2021-05-20T13:28:32Z

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2020-11-18T13:57:30Z

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2020-11-18T13:50:46Z

← Older revision		Revision as of 13:28, 20 May 2021
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−	Faulhaber BLDC Motor with model 3564B series is designed in MATLAB based on transfer function, state space modeling as shown in [[#img-9\|Figure 9]] and transfer equations in open-loop condition and results is presented in [[#img-10\|Figure 10]] . The Motor characteristic of each modeling method is tabulated below in [[#tab-2\|Table 2]].	+	Faulhaber BLDC Motor with model 3564B series is designed in MATLAB based on transfer function, state space modeling as shown in [[#img-9\|Figure 9]] and transfer equations in open-loop condition and results is presented in [[#img-10\|Figure 10]]. The Motor characteristic of each modeling method is tabulated below in [[#tab-2\|Table 2]].

	<div id='img-9'></div>		<div id='img-9'></div>

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 ==2.  Modelling of BLDC motor==
-Brushless DC motors modeling with three main parts: Stator, Rotor and Hall Sensor as shown in [[#img-1|Figure 1]].  A three-phase BLDC motor has three stator phases that are excited two at a time to create a rotating electric field as represented in Figure.2. The excitation on the stator must be sequenced in a specific manner while knowing the exact position of the rotor magnets [17]
+Brushless DC motors modeling with three main parts: Stator, Rotor and Hall Sensor as shown in [[#img-1|Figure 1]].  A three-phase BLDC motor has three stator phases that are excited two at a time to create a rotating electric field as represented in [[#img-2|Figure 2]]. The excitation on the stator must be sequenced in a specific manner while knowing the exact position of the rotor magnets [17]
 {| class="formulaSCP" style="width: 100%; text-align: center;"

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 <div id='img-6'></div>
-{| style="text-align: center; border: 1px solid #BBB; margin: 1em auto; width: 80%;"
+{| style="text-align: center; border: 1px solid #BBB; margin: 1em auto; width: auto;"
 |-
 |style="padding-top:10px;"| [[File:Murali_Arulmozhiyal_2020a_1351_432px-Review_725138044962-image6-c.png|532px]]

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 {| style="text-align: center; border: 1px solid #BBB; margin: 1em auto; width: auto;"
 |-
-|style="padding:10px;"|  [[File:Murali_Arulmozhiyal_2020a_8303_528px-Review_725138044962-image8-c.png|828px]]
+|style="padding:10px;"|  [[File:Murali_Arulmozhiyal_2020a_8303_528px-Review_725138044962-image8-c.png]]
 |- style="text-align: center; font-size: 75%;"
 | colspan="1" style="padding-bottom:10px;"| '''Figure 7'''. Modeling Of BLDC motor in transfer equations

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 {| style="text-align: center; border: 1px solid #BBB; margin: 1em auto; width: auto;"
 |-
-|style="padding:10px;"|  [[File:Murali_Arulmozhiyal_2020a_8303_528px-Review_725138044962-image8-c.png|628px]]
+|style="padding:10px;"|  [[File:Murali_Arulmozhiyal_2020a_8303_528px-Review_725138044962-image8-c.png|828px]]
 |- style="text-align: center; font-size: 75%;"
 | colspan="1" style="padding-bottom:10px;"| '''Figure 7'''. Modeling Of BLDC motor in transfer equations

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 <div id='img-1'></div>
-{| style="text-align: center; border: 1px solid #BBB; margin: 1em auto; width: 85%;"
+{| style="text-align: center; border: 1px solid #BBB; margin: 1em auto; width: auto;"
 |-
 |style="padding:10px;"|  [[File:Murali_Arulmozhiyal_2020a_8303_528px-Review_725138044962-image8-c.png|628px]]

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 <!--style="padding:10px;"| [[Image:Review_725138044962-image6-c.png|432px]]-->
 |-
-|[[File:Murali_Arulmozhiyal_2020a_2301_492px-Review_725138044962-image7-c.png]|592px]]
+|[[File:Murali_Arulmozhiyal_2020a_2301_492px-Review_725138044962-image7-c.png|592px]]
 |- style="text-align: center; font-size: 75%;"
 | colspan="1" style="padding-bottom:10px;"| '''Figure 6'''. Back EMF Generation Of SIMULINK Blocks