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Theory and Modern Applications

Figure 2 | Advances in Difference Equations

Figure 2

From: Stability, Hopf bifurcation and effects of impulsive antibiotic treatments in a model of drug resistance with conversion delay

Figure 2

Time series. Numerical simulation of our model showing the time series of (a) level of sensitive bacteria, (b) level of resistant bacteria, and (c) nutrient concentration, corresponding to the case seen in Fig. 1. Here, \(x ( 0 ) = 0.3\), \(y ( 0 ) = 0.4\), \(z ( 0 ) = 0.5\), \(a_{1} = 2.407407\), \(a_{2} = 0.023077\), \(a_{3} = 0.00196\), \(a_{4} = 0.0007\), \(\omega _{1} = 0.7\), \(\omega _{2} = 0.7\), \(\omega _{3} = 0.7K_{s} = 0.7\), \(K_{\gamma } = 4.3\), \(K_{R} = 5.0\), \(\varepsilon _{r} = 0.9\), \(\gamma = 4.0\), \(\mu = 0.01\), \(z^{*} = 5.0\), and \(\psi _{R} = 1.2\)

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