Page 105 - ITU Journal Future and evolving technologies Volume 2 (2021), Issue 3 – Internet of Bio-Nano Things for health applications
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ITU Journal on Future and Evolving Technologies, Volume 2 (2021), Issue 3





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                                                      ŽŵŵƵŶŝĐĂƚŝŽŶ  ŽŵŵƵŶŝĐĂƚŝŽŶ


                                                                                 &ůŽǁͲďĂƐĞĚ   ŝĨĨƵƐŝŽŶͲďĂƐĞĚ


                      Fig. 1 – Classi ication of molecular communication based on scale, energy consumption and communication type


          knowledge of the recipient’s processing capabilities. A  results show that the negative feedback‑based method
          more complex shape requires the transmitter to be able  provides maximin strategy by changing the number of
          to detect the losses of molecular frames. The transmitter  transmitters, number of receivers, molecule degradation
          may feel the existence or absence of expected chemical re‑  rate, diffusion coef icient and location, i.e. maximizes the
          actions in the receiver in the environment and adjust the  minimum throughput. The positive feedback method is
          sending rate accordingly.                            also a maximin strategy for ef iciency by changing the
          ii) Receiver‑initiated  low control: When the recipient’s  number of receivers, diffusion coef icient and degrada‑
          molecular storage is  illing up, the receiver informs the  tion rate of molecules, i.e. maximizes the minimum ef i‑
          transmitter by sending feedback. This form of  low con‑  ciency.
          trol is commonly used in traditional communication. So  In [12], a TCP‑like protocol is proposed to  ind the optimal
          far, only one method of  low control initiated by the re‑  transmission rate between the transmitter and receiver
          ceiver has been studied in [20, 18]. In order to control the  and prevent congestion in molecular communication. In
           low of information in traditional networks, the recipient  this method, the transmitter is assumed to be very simple
          announces a window size to the sender, meaning that the  and the receiver acts as a control node and sends the con‑
          unacknowledged number of bytes of the sender should  nection signal to the transmitter. This triggers the trans‑
          not exceed that value at any given moment. If the recipi‑  mitter to release molecules. The transmitted molecules
          ent reads the information as fast as it reaches, the window  are released in the environment and are absorbed by the
          will remain open, otherwise, the window size will be re‑  receptors on the receiver surface. When the receiver ab‑
          duced by reaching each segment to eventually reach zero.  sorbs the desired amount of the transmitter molecules,
          In [18],    senders and    receivers are considered.  it releases a disconnection signal to prevent the trans‑
          First, an optimization problem is proposed to  ind the  mitter from continuing the transmission. Similar to the
          maximum throughput and ef iciency according to the   TCP transmitter, which is not already aware of the maxi‑
          sender’s transmission rate. Throughput is the number  mum network capacity, the transmitter  irst increases the
          of molecules processed by receptors per unit time. Ef i‑  transmission rate. In TCP, this increase is done exponen‑
          ciency is throughput divided by the number of molecules  tially in the  irst step and in the stage of avoiding conges‑
          sent per unit time. For simplicity, it is assumed that all  tion linearly with the round trip time. In this scenario, for
          transmitters are located at the origin and all receivers  simplicity, only a linear rate increase is considered. Then,
          are located at a similar location.  With this assump‑  the receiver decides to halve or stop the transmission rate
          tion, a mathematical expression is obtained for the up‑  according to the round trip time.
          per bound of throughput and ef iciency. Then, the op‑
          timal transmission rate that maximizes them is calcu‑  2.2 Congestion control
          lated numerically. It can be seen that there is a compro‑
          mise between throughput and ef iciency. In the follow‑  Congestion control is used to regulate the number of
          ing, [18] presents a method for controlling the transmis‑  molecular transfer data units in order to prevent conges‑
          sion rate using positive and negative feedback. In this  tion in the middle nodes. This can be done by setting
          method, the receiver bio‑nanomachine releases feedback  the sender’s transmission rate. By detecting an error, the
          molecules in the environmentin response to the transmit‑  sender’s transmission rate can be reduced to a speci ied
          ter. The transmitter bio‑nanomachine then regulates its  predetermined value. It is also possible to calculate the
          transmission rate based on the concentration of feedback  new transmission rate according to the amount of conges‑
          molecules. In the Negative Feedback (NF) the transmit‑  tion. Congestion can be detected from the error rate. Af‑
          ter bio‑nanomachine reduces the transmission rate by in‑  ter the rate decreases, the sender may start to increase the
          creasing the concentration of feedback molecules. In the  sending rate again so that it can use the maximum channel
          Positive Feedback (PF), the opposite is true. Simulation  capacity. The amount of this increase can be constant or





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