Concepts of infectious disease epidemiology Flashcards
Unique features of infectious diseases
- dynamic system
~ Probability of new infections changes over time
~ infectious disease agents continually evolving (viral mutations, antibiotic resistance, pathogenicity change) - infection dynamics are non-linear
~ E.g., vaccinating 50% of the population with an effective vaccine will reduce incidence of new infections by >50%
~ Interventions targeted at a proportion of the population will have an effect on those not targeted as well - Threshold effects are present.
~ If 1 infected individual infects <1 other individual (on average) the infection will die out
~ The basic reproductive number = R0
Important disease peramiters
- s
- i
- c
- p
- cp
- λ
- d
- S = the number of susceptible individuals in the population
- I = the number of infectious individuals in the population
- c = rate of contacts in a given time period (e.g., 10 fish per day)
- p = probability of transmission between a susceptible and an infectious individual (e.g., 15%)
- cp = rate of effective contacts (e.g., 1.5 fish per day)
- λ = “force of infection” (i.e., the rate a which susceptible animals become infectious)
- d = duration of infectious period
course of disease depends on these
Basic reproductive number
The number of new infectious which arise on average from 1 infected individual
R0 = cpd
Types of transmission
- verticle
transplacental or perinatal transmission from a mother to offspring
Types of transmission
- horrizontal
~ indirect
~ direct
- Indirect transmission
~ E.g, vector borne (insects, milking machine, contaminated needle, etc) - Direct transmission
~ Close contact (e.g., bovine tuberculosis)
~ Casual contact (e.g., many respiratory diseases)
~ Sexual transmission (AI falls into this category)
Modes of causeation
- nessassry cause
= the disease does not occur without the factor
- Ness cause e.g. dog infected with canine influnza needs to be infected with the canine influenza virus
- Not ness cause e.g. Steph aureus not necessary cause of mastitis = lots of othe bac that can cause mastitis
Modes of causation
- sufficient cause
= the factor always produces the disease
- However, very few factors are sufficient by themselves; rather, different groupings of factors can combine and become sufficient causes
- Suff cause e.g. not turning up to exam wiich 100% of grade = cause fail module always
- Not suff cause e.G genetics for ceoliac disease = other factors needed, enviro etc
Modes of causation
- competent-cause
= one of several factors that, in combination, constitute a sufficient cause
Time course of infection (basic)
- Susceptable
- time of infection
- latent period = infected but not capable of transmission
- infectious period
- non infectious
~ removed (dead, culled, sold)
~ recovered (immune, carrier, susceptable)
Time course of disease (basic)
- if latent period shorter/same length as incubation
- susceptable
- time of infection
- incubation period
- symptomatic period
- non-infectious
~ removed (dead, culled, sold)
~ recovered - shorter = period of time in incubation where animal is infectious
= problem for disease control
= asymptomatic contagiousness individuals shedding agent - same = as soon as animal symptomatic, removed from herd
Why are basic time courses unreliable?
= some infection dynamics more complx
e. g. johnes disease infection with Mycobacterium avium subsp. paratuberculosis (MAP)
- huge variation between individuals
Johnes disease 2 cases how can differ in time courses
- incubation periods can be different
~ normally between 1.5 and 2 years - transient phase times difffer = faecal shedding of MAP occurs in small quantities
- latent phase times differ = no shedding
- low shedding phase (some have some dont) and vary times
- high shedding phase (some have some dont) and vary times
Progressors vs non progressors
Progressor = infection progressed into clinical disease
Non progressor = even though infected, never got clinical disease
Why is the R* value not 1
= vaccines not useually 100% effective
- reduce the susceptibility of an individual and the probability of transmission from p to z1p
- reduce the duration of infectious period from d to z2d
- reduce the infectiousness of an infectious individual by a factor of z3
R0 and vaccination
- For a vaccine with 100% efficacy, the effective reproduction number (R) is ~ R = R0 (1-f)
~ where f is the proportion of a population vaccinated - Can use this equation estimate the critical percentage of the population that needs to be vaccinated to achieve herd immunity
~ we want to get the (effective) reproduction number below 1.
~ So if R0 is 5, what percentage of the population needs to be vaccinated to stop the outbreak?
~ R* = R0 (1-f) 1= 5(1-x) x= 0.8
~ So we need to vaccinate at least 80% of the population