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Theory and Modern Applications

Table 1 Physical applicability of the model

From: Modeling the transmission dynamics of delayed pneumonia-like diseases with a sensitivity of parameters

Parameters

Descriptions

Values (per day)/Source [11]

μ

The natural mortality rate of individuals.

0.5 (Assumed)

Λ

Recruitment rate.

0.5 (Assumed)

θ

The proportion of sensitive people involved in the careers.

0.536

σ

Rate of mortality due to the disease.

0.53

β

The recovery rate of the carriers.

0.515

ψ

Rate of recovery of children who are infected with pneumonia.

0.614

Ï€

Signifies the rate of developing symptoms by the carriers

0.7096

η

Rate of the treated individuals becoming susceptible.

0.00641

ω

Represented as the coefficient of transmission for the subgroup involving carriers.

0.1124

δ

The transmission rate of the disease among the population.

2 (PFE)

 

2.5 (PEE)

p

The rate of contact is quite effective due to infection.

0.89–0.99

κ

Nonlinear contact rate.

≥1