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Example-WLANInfrastructure.html
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<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
<html><head><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta name="generator" content="MATLAB R2018a"><meta http-equiv="X-UA-Compatible" content="IE=edge,IE=9,chrome=1"><title>WLAN System modeling</title><style type="text/css">
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</style></head><body><div class = "content"><div class = 'SectionBlock containment active'><h1 class = "S1"><span class = "S2"><span class="S3">WLAN System modeling</span></span></h1><h2 class = "S4"><span class = "S2"><span class="S0">Aim of the example</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">This example demonstrates the usage of MATLAB bindings over NS3, by developing the entire WLAN network simulation scenario in MATLAB. The model estimates the performance of a WLAN network with given input (configurable) parameters.</span></span></div><h2 class = "S4"><span class = "S2"><span class="S0">Description of the example</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">This example simulates a WLAN infrastructure network of any arbitrary size. The network can be a very simple network with three nodes (an AP and two Stations) or a large one involving many 10s or 100s of nodes (APs and Stations) operating in the same channel. The stations are arranged in a grid topology, and the APs are arranged in another overlaid grid topology. The sizes of the grids depend on the number of nodes included in the simulation.</span></span></div><div class = "S5"><span class = "S2"><span class="S0">The simulation can be done with just an AP and two stations (a simple scenario), or with multiple APs and 10s of stations (a complex scenario).</span></span></div><h2 class = "S4"><span class = "S2"><span class="S0">Simple scenario</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">In simple scenario, two station nodes and an AP node are modelled.</span></span></div><div class = "S5"><img class="imageNode" width="588" height="331" style="vertical-align: baseline" 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"></div><div class = "S5"><span class = "S2"><span class="S3">Complex scenario</span></span></div><div class = "S5"><span class = "S2"><span class="S0">In a complex scenario, 36 Station nodes are placed in a 6x6 grid and 4 AP nodes are placed in a 2x2 grid. All the nodes are assigned the same channel. The APs are given different SSIDs, and each of the stations is configured to associate to specific AP.</span></span></div><div class = "S5"><span class = "S2"><span class="S0"> </span></span><img class="imageNode" width="588.5937377929688" style="vertical-align: baseline" 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dYJiCUyCWKJQqgQKoRYJyCWyCSIJQqhQigrWCcglsgkiCUKoUII1gmIJTIJYolCqBCCdQJiiUyCWKIQKoRgnSCWDgGZBLFEIVQIwTpBLEEmQSxRCBVCsE4QS5BJEEsUQoUQrBPEEmQSsXQIKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagEDZWIWxa8Zv8RWi46gSSRs6kWGJUglHJQIylQthjG1y96nD+4gLmql+0pUDKJFc9luYkRiUYlVwbo1IhLH9jsHTpuoBpqF0ikzTaLpFJjEowKhnoo1IhvKCnA3IB02gXbfHilGi0WJqTGJVgVDIQR6VC2KdCaKnQaJeujYJYIpMyiVhCXTJ5vRfCvhyTq5crqS+BlEkabZ342hlGJUalUcnAHZXXbyHs+6Vro9Bo60QmabRMusvBqEQmjUoG6KhUCC0VBuRGkUlkErEUS2QS6hJLhbBPx3QEvmQyiUyCWCKTcOVj6XcIfTmHRuFLjAzcLzHKJEYlRqVMMkBHpULo0mWAXboySQPe5TgrjEqMSqOSgTgq/ZXRKufy6Lx1fz7l4W998zuLHll/4ZjuXrk+s2HDhuKg483f/e53xZv79+9fvHjx9773vXfffTf/3yPejPeUS/pz6UYmp06aF7HsPZOfffZZHrbI5LPPPhuxLDLZ2dlZfGC8szOn5ruc0qhc/0WXOypfeeWVjo6OpUuXOnNqHpWRyTQnI5MP3vMvpVFZmpN5JtOcjEzmoS10d3c7c2oblWlORizTnIxY9rK+S3MyYlmak9u2bYugvvjii2fPnnXm1HFUvpQpitL7778fb3788cfFM08//fSCBQsee+yx4pnNmzcvXLgwYjmw/38IKy/gpqamv1/875Vfy4n/tqVTPnPmzMsvvzx27NjimVOnTv3hf4DVq4sn29vbN27cGJ9WLqltqTzzjwciP5Vf845Mxg10KZMtLS0Ry6qZvOWWW+LB0oucM/1cKqVRmceyhlEZ9z3nz593ztQ8KtOcrJrJ0pwMaU7mmSykOZlbvny506a2URmxLN1Splj2tL57mpMpluPHj0/7/cCBA+4qqeOoTJ0oYllqSc3NzWvXrh0zZkxlgZowYUK8Pnny5KZNm9IzbW1t11ohXLzgtb7c5bz66qvxOq7eXbt2Vf2nohB2d3e7dKm5EP5g5ad5ISzes3KjRPBmzpwZD6pmcty4cakQLl68eOfOnY6afhbCYlTmP5hX26iM1XLs2LGIZWwXp00NozLNyXx9F+9ZWQjTnKxaCNOcLHR1de3bt89pU9uojFj2dEtZdX33NCdTLGfPnv2jH/0oHkQmoz06beoyKotOVFkIZ8yYEa+rFsLIarx+5513Ynf/oVI1Nb399tsDtRBWdsJJt907aFDzlIn3N/3dK73f5cyaNSter1q1av78+fnzUf8mT56cHp84cSJOSiGkn50wYnkhk3c+HrHspRBGJtOXD0uZDJHJ9N2YKIQ33njjX/3VX91yyy2HDh1y2tScyWJU5u9Zw6g8d+5cTMjYLnPmzHGXQ82xTJm852/+ubS+KwthmpORydLzkcn8B3zCc88955zpz6hMc/JCLL94S1l1ffc0J1MsP/nkkzvuuGPZsmXTp09//fXXnTZ1GZW9FMK1a9fG6yeffLL0fLSbp556Kh4cP358+/btRSGMWA7gQljUwvwljm/Pnj1xa7Jx48aqdzlx0ba1tT1+UWtra/H8okWL4qo+ffp0PN69e3e8z44dO7Zu3RrHFFeyUHJZF3ApkymWeSZLGyXP5AsvvJDHMmUyt2/fvojlmTNnHDW1xbLIZD9H5fnz5wcPHlz806ZNm5wz/RmVKZM9FcLI5OOXlOZk+uJFIZa4r1BQr1FZmpN5LEtzMo9lPieHDRuWPkNXV1c+M6GGURnd5+23325ubu6pEEYPXHrJmjVriucfeeSRO+64o3jzmWeeueeeex588MFBgwZt2bJlwBfCQn5206ZNW7lyZeVdTlyWo0ePbm9vT8c0Z86c4p+mT59e/Nh3Z2dn+0X33ntv3Hnnv9kFfXTkyJHSM3km840Sscwzefvttxc3QxHLys/83nvvRSz9sQT6H8t+jspQxFUhpF6ZrFoIUyaLu5zSnMwzGZYsWVL5HW+oLZalOZnHsjQn81gWmTxz5kys7N27d6c3b7zxRsdLDUqtZ8qUKVULYQRv1KhRHZdMmjSpeJ+pU6cePXq0skANHTr05MmT104hXLduXfH9vcGDBxe/apVvhW3btg0bNqz4Ewhxah988MHnF38Yr6urq/ui/PT9yCj9WSdnz56NWKY3I5Z5JvONErHMMxnpjVhGJidOnJjH8q233krv87d/+7d33HGHE6a2WNZ3VP7kJz9Jny0+5PBhf5ady3bgwIFSJqsWwpTJ4s00J+NBaU6G+FQtLS3FwITaYln8eE5pTuaxLM3JlN60vrsv+fzib72mP3G0Y8cOd5XU5vjx488//3z6xb/t27cPGjSoaiHcvHnzTTfdVLwZ79bZ2RkPbr311oMHD564qKiO8fqjjz5KP0R6TX2HMC7LQ4cO+ZN3NMidd3oQmTx69GhdYhmr5b333nO29DOW9R2VEcv9+/cbvPQzk/Wak1CXWKY5GbGsY8mUcGpWtLiocKnL9VM0w+iKX973BhviR0ahcQohiCXIJGIJ/SyEA45CiHVinSCWIJOIJSiECiHWCYglyCRiCQqhQoh1AmIJMolYgkKoEGKdgFgikzKJWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJSiECiHWCYglMgliiUKoECqEWCcglsgkiCUKoUKoEGKdgFgikyCWKIQKoUKIdQJiiUyCWKIQKoQKIdYJiCUyCWKJQqgQgnUCYolMgliiECqEYJ2AWCKTIJYohAohWCcglsgkiCUKoUII1gliCTIJYolCqBCCdYJYgkyCWKIQKoRgnSCWIJMgliiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagECqEWCcgliCTiCUohAoh1gmIJcgkYgkKoUKIdQJiCTKJWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJSiECiHWCYglMgliCQqhQoh1AmKJTIJYohAqhAoh1gmIJTIJYolCqBAqhFgnIJbIJIglCqFCqBBinYBYIpMgliiECiFYJyCWyCSIJQqhQgjWCYglMgliiUKoEIJ1AmKJTIJYohAqhGCdIJYgkyCWKIQKIVgniCXIJIglCqFCCNYJYgkyCWKJQqgQgnWCWIJMIpagECqEYJ0gliCTiCUohAohWCeIJcgkYgkKoUII1gliCTKJWIJCqBCCdYJYgkwilqAQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQoh14hAQS5BJxBIUQoUQ6wTEEmQSsQSFUCHEOgGxBJlELEEhVAixTkAskUmHgFiCQqgQYp2AWCKTIJagECqEWCcglsgkiCUohAoh1gmIJTIJYolCqBAqhFgnIJbIJIglCqFCqBBinYBYIpMgliiECqFCiHUCYolMgliiECqECiHWCYglMgliiUKoEIJ1AmKJTIJYohAqhGCdgFgikyCWKIQKIVgnIJbIJIglCqFCCNYJYgkyCWKJQqgQgnWCWIJMgliiECqEYJ0gliCTIJYohAohWCeIJcgkYgkKoUII1gliCTKJWIJCqBCCdYJYgkwilqAQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhFgnIJYgk4glKIQKIdYJiCXIJGIJCqFCiHUCYgkyiViCQqgQYp2AWCKTIJagECqEWCcglsgkiCUohAoh1gmIJTIJYgkKoUKIdQJiiUyCWKIQKoQKIdYJiCUyCWKJQqgQKoRYJyCWyCSIJQqhQqgQYp2AWCKTIJYohAohWCcglsgkiCUKoUII1gmIJTIJYolCqBCCdQJiiUyCWKIQKoRgnSCWIJMgliiECiFYJ4glyCSIJQqhQgjWCWIJMgliiUKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagECqEYJ0gliCTiCUohAohWCeIJcgkYgkKoUKIdQJiCTKJWIJCqBBinYBYgkwilqAQKoRYJyCWIJOIJSiE9fpPWvGb1asO5y/xjNxwtUT8SplMzzgZrm4szUmMSjAquTZGpUL4hSpYeem6gGmoXSKTNNoukUmMSjAqGeijUiGs/o1BFzANe92mF0fElWdOYlSCUcm1NyoVwgt6PyNLhUa7bm0UxBJkErGEemXyei+EfTkmVy9XUl8CKZM02jrxtTOMSoxKo5KBOyoVQhsFdzngLgejEoxKFMLrrBD2/dK1VGi0dSKTyCRiKZbIJNQrlgphn47pCHzJZBKZBLFEJuHKx1Ih9OUcfIkRZBKxBJnEdwj9DqFLl6vKOmHgbhRnhVGJUWlUMhBHpT8qU+VcHp237s+nPPytb35n0SPrLxzT3SvXZzZs2FAcdLz5u9/9rnjz/PnzGzduzN8hLFmyZPHixS+++KJc0p9LNzI5ddK8iGXvmfzss8/imTyTnZ2dEcv8P2Xbtm0dHR3xvAOnP3c5pVG5/ot6GZX79++Pqfi9733v3XffLZ6MNyOWb7zxhjOn5lEZmUxzMjL54D3/UhqVpTmZZ/LZZ59NmSyeSZOztNDhckdlmpMRyzQnI5a9rO/SnIxY5nOy8hmo16h8KVMUpffffz/e/Pjjj4tnnn766QULFjz22GPFMytWrIhnFi1adK39/xB+Y+qCEcPHzP3rp+OYRn31z+KZjovGjx+fHsQpFAfd2toaR1O8uXTp0pkzZw4ZMqR4Zs2aNevWrdu0adO0adPkkpo3SsQyMjm/fW3EMt6nyOSECRNKmVyyZEnEMs/kiBEjIpb/OR1Wr25ra3vllVdGjx5dKorQ91iWRmUeyz86KkeOHBl3Qk888URLS0t65sMPP3zuuedeffXVMWPGOHD6k8k0Jy9kctLdKYppTobSnMwzGW0wZfK1115Lz6TJmS90qCGWaU5GLNMtZYplT+u7NCcjlmlOplhWPgN1GZULL4pYpgdFS4qaN3To0Kh8xTPR/aIifve73/23f/u39EzkNp6J91m2bNkALoSVJ9XU1LR4wWuVP3ASB1Q65bh3iddjx47dtWtX8eSOHTvy/TF79uz0YN++fefOnRNNarh6f7Dy04hl5U+bRCbzW5yUydT98kymWP7n529qOn36dDzo6uqKx3v27HHm1PBVxnxU5j+Y18dRmf9TKJrh+fPnd+7c6cC53FGZ5mS+vov3LM3JkOZkZLLy044bN66nhQ6XOyojlj3dUlZd3z3NyTyWVZ+Bmkdl0YnyKpjMmDEjXo8ZM6ayQEVW/+gzA6kQVnbCSbfdO2hQ85SJ9zf93Su93+XMmjUrXq9atWr+/Pk97Y9PPvkkqnOU5unTpwslNXfCiOWFTN75eMSyl0IYmXz55ZfjQZ7JykK4e/fueLB169Z4HK8dOLVlshiV+Xv2cVSG7u7uyZMnx4MzZ85EFIvnN2/e7MCpIZYpk/f8zT+X1ndlIUxzMjJZej4yuXr1aoWQOo7KNCcvxPKLt5RV13dPczKPZeUz0J9R2UshXLt2bbx+8sknS8+fOHHiqaeeSo/feeedCPNDDz3061//emAXwspOuOiR9U2T7o4blAceeOD8+fNV73Ki6aUvaRcPqu6PnTt3RiFcuXLlbbfdJpH0Z6lEJqdNmxaxzDNZ2igRxZMnT+YPKgvh4sWLY5ds27Zt4sSJ8W5+ZYu+Z7IUy6aH1tQ8KsPDDz981113xYPTp0/nhXDTpk1Om9pG5YX1/bUJKZM9FcKIYhqPxYM8k/nP8iiE9H9U/uGW8msTSnMyj2Uaj5HG4kFpTuaxrHwGah6V99xzT0+FcM+ePUeOHMkfFB588MFIaXr829/+Nv0Q6Zo1awZ8Iczlxxf339HlKu9y4pIePXp0e3v70ovmzJlTdX+Uvuy9ZcsWieRyxUVYeibPZL5RIpZ5Jm+//faqhbDw1ltvtba2Wir0P5Y1jMrp06efOnWqeLP48aeurq5Dhw45YfqfyaqFMGVy6SXFnIz3KWVSIaS+sSzNyTyWpTmZx7KUycpn4LKUWs+UKVOqFsKI2ahRozoumTRpUvE+U6dOPXr0aJXO1tS0ffv2a6cQrlu3Lv2G1e7duwcPHlz8Nkt+l7Nt27Zhw4YVX+mJU/vggw/Sptm6dWvsj+7u7vRPxa8oxF45cOCAIFLDOjl79mzEMr0ZscwzmW+UiGWeyUhvxDKeiTRGLLsvin+KHKZ3mzhxop85oeZY9mdUxk1PFL8ik+GHP/xh5DweLF++3PFSg5hspUxWLYQpk8WbaU6meVjKZJqc+UKHGmKZMpnC1tP6Ls3JlN6YkxHL7kuqPgOX6/jx488///yxY8ei8kR/GzRoUNVCuHnz5ptuuql4M96ts7MzHtx6660HDx48cVHenk6ePDl69OhI77VTCGfPnt3S0jJy5MjW1tb8djm/y5k3b15clvn5ppuYOL6mS9K1+u6778Z1Pn78+PwPP8LlFsKIZWRyxIgReZBKGyVimX9ge3t7xDLPZIrlP/3TP8UtTny2eOB4qTmW/RmVeSaLm+/4PG1tbXG743ip7c47ZTLNyTyTpTmZZzLNyTyTxbcES5PTCVNbLNOcjFiW5mQey9KcjFiWEphiWfkM1FAIZ82a1dzcPHz48KFDhxa/ClgqhPfdd19EtHhz7ty56Y+IFgm84YYb0j/Fg5tvvjk+4TvvvHPN/sgoNMKdt0NALEEmEUvop98PTAoh1ol1gliCTCKWoBAqhFgnIJYgk4glKIQKIdYJiCXIJGIJCqFCiHUCYolMyiRiCQqhQoh1AmKJTIJYgkKoEGKdgFgikyCWoBAqhFgnIJbIJIglCqFCqBBinYBYIpMgliiECqFCiHUCYolMgliiECqECiHWCYglMgliiUKoECqEWCcglsgkiCUKoUII1gmIJTIJYolCqBCCdQJiiUyCWKIQKoRgnYBYIpMgliiECiFYJ4glyCSIJQqhQgjWCWIJMgliiUKoEIJ1gliCTIJYohAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagECqEYJ0gliCTiCUohAohWCeIJcgkYgkKoUII1gliCTKJWIJCqBBinYBYgkwilqAQKoRYJyCWIJOIJSiECiHWCYglyCRiCQqhQoh1AmKJTIJYgkKoEGKdgFgikyCWoBAqhFgnIJbIJIglKIQKIdYJiCUyCWKJQqgQKoRYJyCWyCSIJQqhQqgQYp2AWCKTIJYohAqhQoh1AmKJTIJYohAqhGCdgFgikyCWKIQKIVgnIJbIJIglCqFCCNYJiCUyCWKJQqgQgnWCWIJMgliiECqEYJ0gliCTIJYohAohWCeIJcgkiCUKoUII1gliCTKJWIJCqBCCdYJYgkwilqAQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIdaJQ0AsQSYRS1AIFUKsExBLkEnEEhRChRDrBMQSZBKxBIVQIcQ6AbFEJh0CYgkKoUKIdQJiiUyCWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJQqhQqgQYp2AWCKTIJYohAqhQoh1AmKJTIJYohAqhAoh1gmIJTIJYolCqBAqhFgnIJbIJIglCqFCCNYJiCUyCWKJQqgQgnUCYolMgliiECqEYJ2AWCKTIJYohAohWCeIJcgkiCUKoUII1gliCTIJYolCqBCCdYJYgkyCWKIQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQYp2AWIJMIpagECqEWCcgliCTiCUohAoh1gmIJcgkYgkKoUKIdQJiiUyCWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJSiECiHWCYglMgliiUKoECqEWCcglsgkiCUKoUKoEGKdgFgikyCWKIQKoUKIdQJiiUyCWKIQKoRgnYBYIpMgliiECiFYJyCWyCSIJQqhQgjWCYglMgliiUKoEIJ1gliCTIJYohAqhGCdIJYgkyCWKIQKIVgniCXIJIglCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagECqEYJ0gliCTiCUohAohWCeIJcgkYgkKoUII1gliCTKJWIJCqBCCdYJYgkwilqAQKoRgnSCWIJOIJSiECiHWCYglyCRiCQqhQoh1AmIJMolYgkKoEGKdgFiCTCKWoBDW8T9sxW/yF6HhqhNIGjmTYolRCUYlAzGWCmH1Hrh61eHKF9cwV+uKrRpImeTqbhGZxKgEo5JraVQqhH9ogz2dkQuYRrtu04sj4sozJzEqwajk2huVCuEFvZ+Rq5dGu27d5dCAsTQnMSrBqGQgjkqF8Pd9OSYXMFdSXwIpkzTaOnH/jVGJUWlUMnBHpUJoo+AuB9zlYFSCUYlCeJ0Vwr5fujYKjbZOZJJGy6S7HIxKZNKoZICOSoWwryd1BL5kMolMglgik3DlY6kQ+iojA+9LjDKJTCKWYolMQl1i6XcIXb00ChuFgbtRZBKjEqNSJhmgo1Ih/MLLN6YuGDF8zNy/fvpb3/zOqK/+2YUzmnR3R0fH+PHjOy567LHHioNubW19+umnizeXLl06c+bMIUOGFM+MHDly/fr1TzzxREtLi1xS86UbsYxMzm9fG7HMMzlhwoRSJpcsWRKxzDM5YsSIiGXxTCR22bJlEcvRo0cvX77cmVPbXU7lqEwTsrZRGbq6uiLPTU1NzpzaRmXKZJqTkclpk+enUZnmZCjNyTyTaU7mmbzlllvSR7377rsOnJpHZZqTEcs0JyOWvazv0pyMWOaZ7O7unjVr1rp16370ox89+uijzpw6jsqFCxdGLBdeVBSlRYsWDR06dMWKFcUzw4cPnzFjxg033FA8s/CSm2666eTJk9fO/w9h3I78/eJ/r/z13/ivWjrlM2fOvPzyy2PHjs2v1R07duRX76lTp/7wP8nq1XJJbRvlmX88ELGs/OJiZDK/xUmZbGlpiVjmmYzXEcvK/6zXX3/d1ymoOZalUZnHsoZRGdrb2zdu3KgQUlsm05ysmsnSnAxpTuaZTHMyz2Tcjjtn+h/L0i1limVP67s0J+N1nslnn332L/7iL5wzdR+VRbUrtaTm5ua1a9eOGTMmf3LLli15ISwsW7ZsAP8f01eeVBzT4gWv9aUQvvrqq/E6rt5du3b1tFFK7ww1XL0/WPlpHwthxCx9MzDPZE+FMN553LhxDpy+qFoI81HZSyHs46iMQhg3QAohtY3KNCerZrKyEKY52XshXLx48c6dO/ft2+eoqXlURixLt5Q9FcK0vktzslQIJ0yY8Nprr0UsT5486aip46jsqRDOmDEjXvelEB48eHD37t0DuBBW7YSLHll/4funYcJfnj9/vupdzieffJK+u1I86KUQPvzww3fddZdQUnMnTD9n0vS1Cz9Ql2eytFEiimlPFA+qFsLDhw+vX7++ra3thRdecNrUnMliVD7wwAP9HJXpx58UQvoZy8jkn37t62l9F+9WmpMRxTQeiwe9rO/I5OTJkx01/clkzMkLsfziLWUeyzQeI43Fg8pCmMbj9OnT43FnZ6dRSb1GZf7Dn3k/2rNnz5EjR/IHvRTC8ePHD+DfIezt+4QrfhP//eOy3LhxY9W7nFWrVsX99OMX5b+yVblRFi1aNGvWrNOnT0sk/bl605cVI5Z5Jks3Onkm87JX9TuEe/fujVHQ1dXltOljJkuxTM/0f1Tu3r073iee2bp1a2QybomcNv0ZlSmTPRXCyOTjl5TmZNUf8IlMnjlzxlHTz1FZmpN5LEtzMo9lkckok4MHD163bl16c+TIkY6afo7Kt99+u7m5uadC+OSTTy69ZM2aNb0Uwu3bt+efZwAXwtQJ85d0fNOmTVu5cmXlXU5clqNHj25vb0/HNGfOnF42yvTp04vfJITLXSqlTIY8k/lGiVjmmbz99tt7L4RxixM3OnEv7qipLZbFk/0clZ2dne0X3XvvvZHJ/JdgobZRGZmsWghTJou7nNKc7KkQpt/mgv6MytKczGNZmpN5LPNMxvNFVxwxYoRDpj+jMtWfKVOmVC2E0VxGjRrVccmkSZN6KYSLFi369re/fY0UwsLs2bNbWlpGjhzZ2tqa/yWY/C5n3rx5pV83T3+tcfPmzU2XpP3RlJFFanDkyJGzZ89GLCOTsQDy77GUNkrEMv/A2C4RyzyTKZa33HJLLJj4bJMnT967d68TprZY1ndUJn5klJodOHAgZTLNyTyTpTmZZzLNydKyLv6YR8R78ODBx44dc7zUHMs0JyOWpTmZx7I0JyOWpTlZDMYlS5aMHTt22LBh8a+OlxocP3581qxZzc3Nw4cPHzp06FNPPVW1EN53330R0eLNuXPnpr8Zk2fyxIkT8czzzz9f+iXDa6QQfn7xK4iHDh0qftQbru6dd3oQmTx69GhdYhm3O/5SAv2PpVFJA2ayjnPyvffe871B+hnLNCcjlvX6nPv37zd1qVnxDcCPPvooXv9+gLg6hRAasBCCWIJMIpbQz0I44CiEWCfWCWIJMolYgkKoEGKdgFiCTCKWoBAqhFgnIJYgk4glKIQKIdYJiCUyKZOIJSiECiHWCYglMgliCQqhQoh1AmKJTIJYgkKoEGKdgFgikyCWKIQKoUKIdQJiiUyCWKIQKoQKIdYJiCUyCWKJQqgQKoRYJyCWyCSIJQqhQqgQYp2AWCKTIJYohAohWCcglsgkiCUKoUII1gmIJTIJYolCqBCCdQJiiUyCWKIQKoRgnSCWIJMgliiECiFYJ4glyCSIJQqhQgjWCWIJMgliiUKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagECqEYJ0gliCTiCUohAohWCeIJcgkYgkKoUKIdQJiCTKJWIJCqBBinYBYgkwilqAQKoRYJyCWIJOIJSiECiHWCYglMgliCQqhQoh1AmKJTIJYgkKoEGKdgFgikyCWoBAqhFgnIJbIJIglCqFCqBBinYBYIpMgliiECqFCiHUCYolMgliiECqECiHWCYglMgliiUKoEIJ1AmKJTIJYohAqhGCdgFgikyCWKIQKIVgnIJbIJIglCqFCCNYJYgkyCWKJQqgQgnWCWIJMgliiECqEYJ0gliCTIJYohAohWCeIJcgkYgkKoUII1gliCTKJWIJCqBCCdYJYgkwilqAQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhFgnDgGxBJlELEEhVAixTkAsQSYRS1AIFUKsExBLkEnEEhRChRDrBMQSmXQIiCUohAoh1gmIJTIJYgkKoUKIdQJiiUyCWIJCqBBinYBYIpMgliiECqFCiHUCYolMgliiECqECiHWCYglMgliiUKoECqEWCcglsgkiCUKoUKoEGKdgFgikyCWKIQKIVgnIJbIJIglCqFCCNYJiCUyCWKJQqgQgnUCYolMgliiECqEYJ0gliCTIJYohAohWCeIJcgkiCUKoUII1gliCTIJYolCqBCCdYJYgkwilqAQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCiHUCYgkyiViCQqgQYp2AWIJMIpagECqEWCcgliCTiCUohAoh1gmIJTIJYgkKoUKIdQJiiUyCWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJQqhQqgQYp2AWCKTIJYohAqhQoh1AmKJTIJYohAqhAoh1gmIJTIJYolCqBCCdQJiiUyCWKIQKoRgnYBYIpMgliiECiFYJyCWyCSIJQqhQgjWCWIJMgliiUKoEIJ1gliCTIJYohAqhGCdIJYgkyCWKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQgnWCWIJMIpagECqEYJ0gliCTiCUohAohWCeIJcgkYgkKoUII1gliCTKJWIJCqBCCdYJYgkwilqAQKoRYJyCWIJOIJSiECiHWCYglyCRiCQqhQoh1AmIJMolYgkJYx/+wFb/JX4SGq04gaeRMiiVGJRiVDMRYKoQ9tsHVqw7nLy5grvpFWwqkTHLVY2lOYlSCUcm1MSoVwh57oGuYRlskpRdHxJVnTmJUglHJtTcqFcILej8jVy+Ndt26y6EBY2lOYlSCUclAHJUKYZ8KoaVCo126NgpiiUzKJGIJdcnk9V4I+3JMrl6upL4EUiZptHXia2cYlRiVRiUDd1Rev4Ww75eujUKjrROZpNEy6S4HoxKZNCoZoKNSIbRUGJAbRSaRScRSLJFJqEssFUJXLzYKyCRiCTKJQuh3CF29XFU2CgN3o8gkRiVGpUwyQEelQlh+eXTeuj+f8vC3vvmdRY+sv3BGd69cn9mwYUNx0PHm7373u/zoX3nllY6OjqVLl0oh9b10I5NTJ82LWPaeyc8++yyeKd587bXX8vfs7u52yNTrLqc0Ktd/Ue+jcsmSJYsXL37xxRedMHUclZHJNCcjkw/e8y+lUVmak3kmt23bFrv7sccec7bUd1SmORmxTHMyYtnL+s4zef78+c7Ozvwdwv79+yOob7zxhgOnvqPypUxRlN5///148+OPPy6eefPNN3/2s5/99Kc/7eWZa+T/dqKpqenvF/975a//Lly4sHTKZ86cefnll8eOHVs88+yzz8YFLH/Ud6M8848HIpaVX1yMTMZiKGWypaUlYln5mdvb25cvX+6EqVcsS6Myj+UfHZXjx49PDw4cOHD69GknTP8zmeZk1UyW5mRIc7LI5Llz54o77DFjxjhe6hjL0i1limVP6zufk+kLuEOGDMn3+MqVK+PBjh07brzxRgdOvUZl6kQRy1JLam5uXrt2bUzF/MktW7bccMMNvT8z8Aph5UnFMS1e8FpfCuGrr74ar+Pq3bVrV3pmwoQJx44d27lz58mTJ6WQel29P1j5aR8LYWRy5syZ8aDIZGHw4MH79u1zvNSmaiHMR2UvhbByVM6ePTs9iEzGvbjjpf+jMs3JqpmsLIRpThY333v37i2+MBGfZM+ePY6XuozKiGXplrKnQpjWdz4nk7wQRmOMKvj5xW8exk532tRrVPZUCGfMmBGvr9NCOOm2ewcNap4y8f5l/+P/9H6XM2vWrHi9atWq+fPnf37xS4xxxHExz5kzJy5aEaRehTDFMjJ5z9/8c8SyeM/KjRKZTN8eTJnM3X777c6WOhbCfFTmvxLzR0dl+OSTT5YsWbJs2bLp06c7W+o1KlMm05zM/7h/ZSFMczIymd48e/bs7t27i0K4detWx0u9RmWakxHL3r+em9Z3PidLhfDMmTMRzs8++yy9OWLECKdNXUZl0YkqC+HatWvj9ZNPPnntF8Iev0+44jd79uyJXrdx48aqdzlx0ba1tT1+UWtra+UXbDZt2iSF1PECToskYplnsrRR8ky+8MILxfNxr+O71vQ/k6VYpmdqGJXDhg1L/9rV1eUb19R9VKZM9lQII5OPX1LMyeeee+6BBx54+OGHY4+nb8JAfUdlaU7msSzNyXx9F4Wwu7s7CmFnZ2d604+M0v9R+fbbbzc3N/dUCKMHLr1kzZo110UhTJ0wf0nHN23atPTj2qW7nLihGT16dHt7ezqmOXPmpOfzb8IohNRlqZQyGfJM5hslYplnMk/jkiVLnCd1j2Xx5GWNyvR17uJ9YpE4Veo+KiOTVQthymRxl1P5oxNxO+7HmPkyRmVpTuaxLM3JPJb5j4yOGzcu3Vt2dXXlUxRqGJWp/kyZMqVqITx16tSoUaM6Lpk0adL1UggL69atS79LsHv37sGDB+/cubPyLmfbtm3Dhg0r/n5MnNoHH3wQD37yk5+kj413OHz4sPDRf0eOHDl79mzEMr0ZscwzmW+USF2eyUhvimVk0s8wU/dY9mdUFr+7tWPHjgMHDjhP+i+CVMpk1UKYMlm8WczJlNKjR4+uXr3aYVLHWBa/nlqak3ksS3MypTee6e7ujkLYfVE888Mf/jB9pWP58uXpR/Hhch0/fvz5558/duxYVJ7t27cPGjSoaiHcvHnzTTfdVLwZ79bZ2RkPTpw48frrr0f9iwfpnyqfuUYKYboIDx06VNvfC42Ldv/+/f7WKHW8804PIpNxsyJaNE4s+zMqu7q64lZJnql7Jmubk7G7oxn63iB1j2WakxHLen1O32+gP4pvAH700Ufx+vcDxNUphNCAhRDEEmQSsYR+FsIBRyHEOrFOEEuQScQSFEKFEOsExBJkErEEhVAhxDoBsQSZRCxBIVQIsU5ALJFJmUQsQSFUCLFOQCyRSRBLUAgVQqwTEEtkEsQSFEKFEOsExBKZBLFEIVQIFUKsExBLZBLEEoVQIVQIsU5ALJFJEEsUQoVQIcQ6AbFEJkEsUQgVQoUQ6wTEEpkEsUQhVAjBOgGxRCZBLFEIFUKwTkAskUkQSxRChRCsExBLZBLEEoVQIQTrBLEEmQSxRCFUCME6QSxBJkEsUQgVQrBOEEuQSRBLFEKFEKwTxBJkErEEhVAhBOsEsQSZRCxBIVQIwTpBLEEmEUtQCBVCsE4QS5BJxBIUQoUQrBPEEmQSsQSFUCEE6wSxBJlELEEhVAjBOkEsQSYRS1AIFUKsExBLkEnEEhRChRDrBMQSZBKxBIVQIcQ6AbEEmUQsQSFUCLFOQCyRSRBLUAgVQqwTEEtkEsQSFEKFEOsExBKZBLEEhVAhxDoBsUQmQSxRCBVChRDrBMQSmQSxRCFUCBVCrBMQS2QSxBKFUCFUCLFOQCyRSRBLFEKFEKwTEEtkEsQShVAhBOsExBKZBLFEIVQIwToBsUQmQSxRCBVCsE4QS5BJEEsUQoUQrBPEEmQSxBKFUCHkPx16+L8WL07DOkEsQSYRS9xVKoQK4XVxxbb8v/FVXxyOdYJYgkwilrirVAgVwuvxuo0XX9SxThBLkEnEEneVCqFCeD1ety5d6wSxBJlELHFXqRAqhNfpdesCtk4QS5BJxBJ3lQqhQujSdelaJ4glyCRiibtKhVAhvIb08bp16VoniCXIJGKJu0qFUCG8fi9dfxjKOkEsQSYRS9xVKoQKoUsX6wSxBJlELHFXqRAqhANf33/a26VrnSCWIJOIJe4qFUKF8Dq6dJt/+d8GP/PV4qe933rrrfUX7dixo/gM+/fv/973vvfGG284TOsEsQSZRCzdVfZ0S9m8bWxxV5luKTds2FB8eGdn58aNG/NnUAgVwqt/9X7l/puahnyl+N3f+fPn33bbbUuXLm1ra7vzzjvjmQ8//LC1tfW5554bM2bMiy++6DCtE8QSZBKxdFdZ9ZZy0P8cUdxVplvKjo6OdEsZRowYMXPmzCFDhjhGhVAhbJSrt/n/jmsa3DTo+/8lL4Rx6caDw4cPNzU17dq1q729feXKlfHMjh07brzxxnPnzjlM6wSxBJlELN1V5i/plrJp9ODirjLdUoZ0S5kex/2kQqgQKoRXTZWv5UwdEpduXLTRA9P7FIVwy5YtcfV++OGH8fqzzz4rvq6zefNmJ2mdIJYgk4ilu8r8JX2D4X/demPxPnkhjFtKhVAhVAgb4ss5pa/oNH+lac/9f3rhqm5pOXnyZCqEcZWOGjUqnvnxj3+cruHTp0+nzxDPb9q0yUlaJ4glyCRi6a7yP28p//eYuKWMZz755JN0SxnSLeXIkSPTLaVCqBAqhI11AaeXtra2xy9qbW194YUXUiFsb2/v7OwsfjQ0CmG8mR7feOON/rSMdYJYgkwiluR3lf/r1hsfvyTdUoZ0S7l///78QxRChVAhbCDbtm07f/58enzq1KnBgwd/8MEHxY+MFn74wx9Omzbt7Nmzy5cvnzVrlnOzThBLkEnEkvyWctiwYcWb6Zby8+xHRgvd3d1bt26NQhgPnJtCqBBeffPmzcvfbG9vj8pXWQjjio0nW1tbJ06cePjwYedmnSCWIJOIJfktZX73mG4pqxbCpoxOqBAqhAPMqVOnHIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIdaJdYJYgkwilqAQKoRYJyCWIJOIJSiECiHWCYglyCRiCQqhQoh1AmKJTMokYgkKoUKIdQJiiUyCWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJQqhQqgQYp2AWCKTIJYohAqhQoh1AmKJTIJYohAqhAoh1gmIJTIJYolCqBAqhFgnIJbIJIglCqFCCNYJiCUyCWKJQqgQgnUCYolMgliiECqEYJ2AWCKTIJYohAohWCeIJcgkiCUKoUII1gliCTIJYolCqBCCdYJYgkyCWKIQKoRgnSCWIJOIJSiECiFYJ4glyCRiCQqhQgjWCWIJMolYgkKoEIJ1gliCTCKWoBAqhGCdIJYgk4glKIQKIVgniCXIJGIJCqFCCNYJYgkyiViCQqgQYp2AWIJMIpagECqEWCcgliCTiCUohAoh1gmIJcgkYgkKoUKIdQJiiUyCWIJCqBBinYBYIpMglqAQKoRYJyCWyCSIJSiECiHWCYglMgliiUKoECqEWCcglsgkiCUKoUKoEGKdgFgikyCWKIQKoUKIdQJiiUyCWKIQKoSygnUCYolMgliiECqEYJ2AWCKTIJYohAohWCcglsgkiCUKoUII1gli6RCQSRBLFMJrrRA2rfhN/iI0XHUCSSNnUiwxKsGoZCDGUiHssQ2uXnU4f3EBc9Uv2lIgZZKrHktzEqMSjEqujVGpEJa/MVi6dF3ANNQukUkabZfIJEYlGJUM9FGpEF7Q0wG5gGm0i7Z4cUo0WizNSYxKMCoZiKNSIexTIbRUaLRL10ZBLJFJmUQsoS6ZvN4LYV+OydXLldSXQMokjbZOfO0MoxKj0qhk4I7K67cQ9v3StVFotHUikzRaJt3lYFQik0YlA3RUKoR9Pakj8CWTSWQSxBKZhCsfS4Xw8LXx87UMdDKJTIJYIpMglg33O4SuXq4YG4WBu1FkEqMSo1ImMSqvkUL46Lx1fz7l4W998zuLHll/4YzuXvlS5qc//WnxGeLNjz/+OP+cjz322MKFCzdt2iSF1PfSjUxOnTQvYtl7Jt9///14pnjz1KlTb7755s9+9jNnS93vckqj8qUv6mVUvvfeewsWLIhp+atf/coJU8dRGZlMczIy+eA9/1IalaU5mWdyxYoVkclFixY5W76MW8qIZZqTEcte1nfpljLEkIx3O3jwoBOmEUZl8T7xT9d4IfzG1AUjho+Z+9dPxzGN+uqfXbj5nnR3dLxx48YtvGjx4sXFZxg6dGhskeLNd99995lnnvnXf/3XtrY2KaSOl27EMjI5v33tHwrhpUyOHz++lMm4oYlYFm92dHQMHz58xowZzpb63uVUjso0IfsyKm+++eZYJ9/97nebm5udMPUalSmTaU5GJqdNnp9GZZqToTQn80wuWbIkMhnPLFu2zPFSx1GZ5mTEMs3JiGUv6zvPZBLv1tTU9OabbzphGmFUTpgwIb3PFf56btOVv4Djwlu84LXK/8fGb3/726WPjeIXr8eMGfPLX/4yPVPc3Jw6deoXv/iFIFKXTP5g5acRy8pv60cm8+s2ZTJ1vyKTyZYtWxws9V0qpVGZx/KPjsrSP0H/R2Wak1UzWZqTIc3JyGTlpx07dqyzpV6jMmJZuqVMsexpfZfm5M9//vMTJ04ohDTOqFywYEEUnN27d1/p/xZX/uZ70m33DhrUPGXi/cv+x//p/S7njjvuiNdPPvnk/fffHw+6urriiIt/3bBhgxRSl0ymWEYm7/mbf45YFu9ZuVEik2vXro0HKZMKIV9eIcxHZf67B390VBbiRufrX/+6s6W+6zvNyeKLuVXvctKcjEwWz7zzzjsdHR0PPfTQr3/9a2dLHUdlmpMRy96/npvWdz4n/+M//mPcuHEKIQ01Kv/kT/5k5syZQ4cO3bdv3zVVCKue1KJH1l/4/mmY8JenTp2qepezZ8+e9P3A4sGxY8fyQvjzn/9cCqljJ7yQya9NiIzlmSxdvRHFI0eO5A8UQr68TBaj8p577un7qCw8+OCDs2fPdrbUd33/6de+ntZ3T3c5EcU0HosH4be//W36MeY1a9Y4WOp+S3khll+8pcxjmcZjpLF4EE8+9NBDcTuuENJQozK58l/PbbqSh5W/pCenTJnyD//wD5V3OXFJjxo1au7cuR0X3Xnnnen54kdNDh48eIWrM9fkBVyZyZBnMr96I5Z5JidNmqQQ8qXGsnjyckdlmDp16tGjR50nX976rnqXkzLZcUk+J//w2Zqatm/f7lSp+6gszck8lqU5GbGMBjj3ojlz5kQm089ZQEONyqiF12AhLDz//PPHjh2LB7ESBg0aVPwqYH6Xs3nz5ptuuqn4Sk/c1nR2dsaD73//+8ePH48HfiudOopQRSzT44hlnsn86o1Y5pmM9EYs45m4Yl9//fUTFzlMGmFUxnY5ePCgTFL3OZlnsupdTspk8Waak8WbJ0+eHD16dJFY6H8sUyZT2Hpa36U5mafXdwhpwFF55MiRb3zjG1e0zV75k5o1a1Zzc/PNN988dOjQp556qng+v8u577774oYm/6jUAOO6jY+KdXLrrbfKHHW8eiOWkcnhw4fnf0G0tFEilvlHzZ07N2K5YcOGpoz7bxphVOaZdJLUcU5GJtOczDNZmpN5JtOcjAc33HBDhDk+/J133nGY1DGWaU5GLEtzMo9laU5GLBVCGnlURj/89NNPr/FCCAAAQCNQCAEAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAAAUQgAAABRCAAAAFEIAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAAAAhRAAAACFEAAAAIUQAABAIXQEAAAACiEAAAAKIQAAAAohAAAACiEAAAAKIQAAAAohAAAAA9H/B3YC47mVUr/sAAAAAElFTkSuQmCC"></div><div class = "S5"><span class = "S2"><span class="S0"> </span></span></div><div class = "S5"><span class = "S2"><span class="S0">The modeling of PHY and Channel can be done using either low-fidelity statistical models of NS3 or with a high-fidelity MATLAB WST models. The NS3 statistical models are overly optimistic compared to the high-fidelity MATLAB WST models, therefore when using the MATLAB WST model, the number of dropped packets is likely to increase when compared to the statistical model. Note the MATLAB WST model does not include interference and has only the effect of path loss between each pair of nodes.The modeling of MAC and higher layers is done in NS3. Application data traffic is modeled with data exchange between Stations connected to the same AP, through the AP.</span></span></div><div class = "S5"><span class = "S2"><span class="S0">The communication between each AP and its Stations cause interference for other nodes in the vicinity. The amount of channel contention, interference and packet losses vary based on various parameters configured in the APs and Stations. This example provides configurability for some parameters that usually impact the overall network performance.</span></span></div><h2 class = "S4"><span class = "S2"><span class="S0">Configurable parameters</span></span></h2><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Number of nodes</span></span></li></ul><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">APs</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Stations</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Locations of nodes in the AP grid and Station grid</span></span></li></ul><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Location of the first node in the grid</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Distance between nodes</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Width (in nodes) in the X-axis of the grid</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o </span></span><span class = "S2"><span class="S0">length of the grid in Y-axis is derived automatically</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">PHY parameters</span></span></li></ul><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">TX gain</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Rx gain</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">PHY data rate</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Channel models</span></span></li></ul><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Propagation loss model</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Application data traffic parameters</span></span></li></ul><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Traffic pattern (for example, OnOff application and on-time percentage)</span></span></div><div class = "S5"><span class = "S2"><span class="S8"> o</span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0"> </span></span><span class = "S2"><span class="S0">Application data traffic rate in Mbps</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Simulation duration</span></span></li></ul><h2 class = "S4"><span class = "S2"><span class="S0">Results and Analysis</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">While the simulation is running, the results are gathered into log files. The results gathered at each node include:</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Packets transmitted at PHY layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets received at PHY layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets dropped at PHY layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets transmitted at MAC layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets received at MAC layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets dropped at MAC layer</span></span></li></ul><h2 class = "S4"><span class = "S2"><span class="S0">Visualization of results</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">A visualization script reads the simulation results from log files, analyzes them and performs visualization. The visualization includes the following results collected at each node:</span></span></div><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">Packets transmitted at PHY layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets received at PHY layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets dropped at PHY layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Packets received at MAC layer</span></span></li></ul><h2 class = "S4"><span class = "S2"><span class="S0">Simulation results with NS3 statistical PHY model for a simple scenario</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">The simulation is done with free-space propagation model. The results are with bi-directional application traffic between Nodes 0 and 1.</span></span></div><div class = "S5"><img class="imageNode" width="588" height="331" style="vertical-align: baseline" 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"></div><div 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"></div><div 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"></div><h2 class = "S4"><span class = "S2"><span class="S0">Simulation results with NS3 statistical PHY model for a complex scenario</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">Applications running in between following nodes: 0-8, 9-4, 18-31, 27-29.</span></span></div><div class = "S5"><img class="imageNode" width="588.5937377929688" style="vertical-align: baseline" src="data:image/png;base64,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"></div><h2 class = "S4"><span class = "S2"><span class="S0">Simulation results with MATLAB PHY for a simple scenario</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">Bidirectional application traffic between Nodes 0 and 1.</span></span></div><div class = "S5"><img class="imageNode" width="588" height="331" style="vertical-align: baseline" 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"></div><div 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"></div><div 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"></div><h2 class = "S4"><span class = "S2"><span class="S0">Simulation results with MATLAB PHY for a complex scenario</span></span></h2><div class = "S5"><span class = "S2"><span class="S0">Applications running in between following nodes: 0-8, 9-4, 18-31, 27-29.</span></span></div><div class = "S5"><img class="imageNode" width="588" height="331" style="vertical-align: baseline" 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"></div><div class = "S5"><span class = "S2"><span class="S0">NOTE: Interference between nodes is not modeled in the MATLAB PHY and channel callback implementation, as of now. This may cause variation in results compared to NS3, when there are multiple transmitters contending for the channel.</span></span></div><h2 class = "S4"><span class = "S2"><span class="S0">Abbreviations</span></span></h2><ul class = "S6"><li class = "S7"><span class = "S0"><span class="S0">AP Access point</span></span></li><li class = "S7"><span class = "S0"><span class="S0">MAC Medium Access Control layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">PHY Physical layer</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Rx Reception</span></span></li><li class = "S7"><span class = "S0"><span class="S0">STA Station</span></span></li><li class = "S7"><span class = "S0"><span class="S0">Tx Transmission</span></span></li><li class = "S7"><span class = "S0"><span class="S0">WLAN Wireless Local Area Network</span></span></li><li class = "S7"><span class = "S0"><span class="S0">WST WLAN System Toolbox</span></span></li></ul></div></div><br><!-- <br>##### SOURCE BEGIN #####<br>%% *WLAN System modeling*<br>%% Aim of the example<br>% This example demonstrates the usage of MATLAB bindings over NS3, by developing <br>% the entire WLAN network simulation scenario in MATLAB. The model estimates the <br>% performance of a WLAN network with given input (configurable) parameters.<br>%% Description of the example<br>% This example simulates a WLAN infrastructure network of any arbitrary size. <br>% The network can be a very simple network with three nodes (an AP and two Stations) <br>% or a large one involving many 10s or 100s of nodes (APs and Stations) operating <br>% in the same channel. The stations are arranged in a grid topology, and the APs <br>% are arranged in another overlaid grid topology. The sizes of the grids depend <br>% on the number of nodes included in the simulation.<br>% <br>% The simulation can be done with just an AP and two stations (a simple scenario), <br>% or with multiple APs and 10s of stations (a complex scenario).<br>%% *Simple scenario*<br>% In simple scenario, two station nodes and an AP node are modelled.<br>% <br>% <br>% <br>% *Complex scenario*<br>% <br>% In a complex scenario, 36 Station nodes are placed in a 6x6 grid and 4 <br>% AP nodes are placed in a 2x2 grid. All the nodes are assigned the same channel. <br>% The APs are given different SSIDs, and each of the stations is configured to <br>% associate to specific AP.<br>% <br>% <br>% <br>% <br>% <br>% The modeling of PHY and Channel can be done using either low-fidelity statistical <br>% models of NS3 or with a high-fidelity MATLAB WST models. The NS3 statistical <br>% models are overly optimistic compared to the high-fidelity MATLAB WST models, <br>% therefore when using the MATLAB WST model, the number of dropped packets is <br>% likely to increase when compared to the statistical model. Note the MATLAB WST <br>% model does not include interference and has only the effect of path loss between <br>% each pair of nodes.The modeling of MAC and higher layers is done in NS3. Application <br>% data traffic is modeled with data exchange between Stations connected to the <br>% same AP, through the AP.<br>% <br>% The communication between each AP and its Stations cause interference for <br>% other nodes in the vicinity. The amount of channel contention, interference <br>% and packet losses vary based on various parameters configured in the APs and <br>% Stations. This example provides configurability for some parameters that usually <br>% impact the overall network performance.<br>%% Configurable parameters<br>% * Number of nodes<br>% <br>% | o| APs<br>% <br>% | o| Stations<br>% <br>% * Locations of nodes in the AP grid and Station grid<br>% <br>% | o| Location of the first node in the grid<br>% <br>% | o| Distance between nodes<br>% <br>% | o| Width (in nodes) in the X-axis of the grid<br>% <br>% | o |length of the grid in Y-axis is derived automatically<br>% <br>% * PHY parameters<br>% <br>% | o| TX gain<br>% <br>% | o| Rx gain<br>% <br>% | o| PHY data rate<br>% <br>% * Channel models<br>% <br>% | o| Propagation loss model<br>% <br>% * Application data traffic parameters<br>% <br>% | o| Traffic pattern (for example, OnOff application and on-time <br>% percentage)<br>% <br>% | o| Application data traffic rate in Mbps<br>% <br>% * Simulation duration<br>%% Results and Analysis<br>% While the simulation is running, the results are gathered into log files. <br>% The results gathered at each node include:<br>% <br>% * Packets transmitted at PHY layer<br>% * Packets received at PHY layer<br>% * Packets dropped at PHY layer<br>% * Packets transmitted at MAC layer<br>% * Packets received at MAC layer<br>% * Packets dropped at MAC layer<br>%% Visualization of results<br>% A visualization script reads the simulation results from log files, analyzes <br>% them and performs visualization. The visualization includes the following results <br>% collected at each node:<br>% <br>% * Packets transmitted at PHY layer<br>% * Packets received at PHY layer<br>% * Packets dropped at PHY layer<br>% * Packets received at MAC layer<br>%% Simulation results with NS3 statistical PHY model for a simple scenario<br>% The simulation is done with free-space propagation model. The results are <br>% with bi-directional application traffic between Nodes 0 and 1.<br>% <br>% <br>% <br>% <br>% <br>% <br>%% Simulation results with NS3 statistical PHY model for a complex scenario<br>% Applications running in between following nodes: 0-8, 9-4, 18-31, 27-29.<br>% <br>% <br>%% Simulation results with MATLAB PHY for a simple scenario<br>% Bidirectional application traffic between Nodes 0 and 1.<br>% <br>% <br>% <br>% <br>% <br>% <br>%% Simulation results with MATLAB PHY for a complex scenario<br>% Applications running in between following nodes: 0-8, 9-4, 18-31, 27-29.<br>% <br>% <br>% <br>% NOTE: Interference between nodes is not modeled in the MATLAB PHY and channel <br>% callback implementation, as of now. This may cause variation in results compared <br>% to NS3, when there are multiple transmitters contending for the channel.<br>%% Abbreviations<br>% * AP Access point<br>% * MAC Medium Access Control layer<br>% * PHY Physical layer<br>% * Rx Reception<br>% * STA Station<br>% * Tx Transmission<br>% * WLAN Wireless Local Area Network<br>% * WST WLAN System Toolbox<br>##### SOURCE END #####<br>--></body></html>