2003
DOI: 10.1002/mop.10738
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Concentrator and lens models for calculating the impulse response on IR‐wireless indoor channels using a ray‐tracing algorithm

Abstract: This paper presents concentrator and lens models for the detector and emitter, respectively, upon which a Monte Carlo ray-tracing algorithm allows the evaluation of impulse response on infrared (IR) wireless indoor channels. We also present computer simulation results that show the effects of concentrator FOV and reception direction on the impulse response, received optical power, and channel rms delay spread, which allow us to propose structures for angle-diversity receivers.

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Cited by 11 publications
(6 citation statements)
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“…The propagation model is composed by the simulation algorithm and mathematical models used to describe the features of the elements of the optical link. To evaluate the impulse response of the VLC channel, a Monte Carlo ray-tracing algorithm has been adapted [10][11][12]. In general, the multi-wavelength impulse response for an arbitrary position of emitter E and receiver R can be expressed as an infinite sum of the form [9] h t; E; R; λ ð Þ¼h…”
Section: Propagation Modelmentioning
confidence: 99%
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“…The propagation model is composed by the simulation algorithm and mathematical models used to describe the features of the elements of the optical link. To evaluate the impulse response of the VLC channel, a Monte Carlo ray-tracing algorithm has been adapted [10][11][12]. In general, the multi-wavelength impulse response for an arbitrary position of emitter E and receiver R can be expressed as an infinite sum of the form [9] h t; E; R; λ ð Þ¼h…”
Section: Propagation Modelmentioning
confidence: 99%
“…where P i,n is the reflected power reaching the receiver (ith ray, nth time interval), N n is the number of rays that contribute in that interval, N is the number of rays used to discretize the source, and P n is the total received power in the nth time interval, which was described in (12). Therefore, the relative error in a time interval Δt can be expressed as…”
Section: Error Estimate Of the Simulated Impulse Responsesmentioning
confidence: 99%
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“…In our model, the concentrator gain is affected by the optical efficiency η(ψ), which represents the reflection losses of the concentrator. Furthermore, the propagation delay introduced by the concentrator is considered [14]:…”
Section: Effective Signal Collection Area Modelmentioning
confidence: 99%
“…For this reason, in order to estimate the impulse response in IR wireless indoor channels, several simulation methods have been put forth [ 14 , 15 ], but all of them share the same problem, namely, the intensive computational effort. However, we make use of a Monte Carlo ray-tracing algorithm [ 16 , 17 , 18 , 19 ], which offers a lower computational cost than previous methods, especially when a high temporal resolution and a large number of reflections are required. In this paper, we study by simulation those indoor IR links that are characterised by the use of three non-imaging angle-diversity receivers as input sensor of nodes for an indoor IR wireless sensor network.…”
Section: Introductionmentioning
confidence: 99%