Monitoring device and control method for culture medium of swimming crab seedlings
A technology of monitoring device and control method, which is applied in the direction of measuring device, non-electric variable control, control/regulation system, etc., can solve problems such as insufficient function and inability to breed swimming crabs, and achieve the effect of fast response and stability.
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Embodiment 1
[0074] The cultivation pool is a rectangular structure with an area of 20 mu, and the depth of the pool should be more than 5 meters. Sand the bottom of the pool 15 cm.
[0075] like figure 1 The shown embodiment is a monitoring device for the culture fluid of Portunus crab seedlings, including a control terminal 1 and 5 first terminals and 3 second terminals located above the culture tank; the control terminal includes a main controller 3, a memory 2, a second terminal A wireless transceiver 4, water depth sensor 20, first display 5, alarm 6, first computer 18, the first solenoid valve 17 located on the water inlet pipe of the cultivation tank and the second electromagnetic valve 17 located on the water outlet pipe of the cultivation tank Electromagnetic valve 16; the main controller is electrically connected to the memory, the first wireless transceiver, the water depth sensor, the first display, the alarm, the first computer, the first electromagnetic valve and the secon...
Embodiment 2
[0112] Embodiment 2 comprises all structures and step parts in embodiment 1, also comprises the following steps in embodiment 1:
[0113] Set the standard range of the pH sensor to [R 1 , R 2 ], the main controller obtains t i-d time to current time t i The curve S(t) of the mean value detected by the pH sensor, t i-d for t i At the previous moment, the time difference between the two is d; the volatilization and decomposition threshold SNR is pre-stored in the memory w ;
[0114] The main controller inputs S(t) into the stochastic resonance model pre-stored in the memory middle;
[0115] Among them, x(t) is the displacement of the vibrating particle, Ω is the angular frequency, f 0 is the signal frequency, A is a constant, r and ω are the set attenuation coefficient and the frequency of the linear vibration particle respectively, c is the set signal modulation coefficient, b is the set secondary noise ξ 2 (t) coefficient, ξ(t) is trichotomous noise, ξ(t)∈{-a, 0, a},...
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