5: Infectious Disease Epidemiology Flashcards
Define
Susceptible
Immune
Pathogen
Dose
Vector
Reservoir
Source
Zoonosis
Susceptible
A person that could become infected if exposed
Immune
opposite to suceptible, non-susceptible would mean that person lacks required receptor for pathogen
Pathogen
microorganism that could cause disease
Dose
Amount of pathogens that attack the person
Vector
Animal that transmit pathogen to a susceptible
Reservoir
Natural occurence / ecological niche of the pathogen outside of a human
Source
object, animal, person from where pathogen is acquired
Zoonosis
infection between animals and humans, infectious agent that can overcome the species barrier
Order of cases
Primary case
Case that brings the disease into population
Secondary case
People infected by primary case
Index case
The first case discovered by the health care system in an outbreak, often this is not the primary case
Define time periods
Latent
Infectious
Incubation
Serial interval
Generation time
Latent
time between infection and start of infectious period
Infectious
length of time period during which a person can transmit disease
Incubation
Time between infection and start of disease symptoms, often depends on infectious
Serial interval
time between appearence of similar symptoms in successive generations
Generation time
Time from infection in primary case until time of infection in secondary case
Infectious Disease
Communicable Disease
Transmissible Disease
Non infectious / communicable Disease
5 special things about Infectious Disease epidemiology
- Case may be a risk factor
- Case can be a source without being recognized as a case
- People can be immune
- There is sometimes need for urgency
- Preventive measures usually have a good scientific basis
Reproductive rate R
measures the potential for infection to spread in a population, depending on:
- probability of transmission in a contact between infected and a susceptible (ß)
- Frequency of contacts (k)
- infectious period (D)
- proportion of susceptibles in population (P)
R = ßkD*P
Basic reproductive rate
Ro
average numbers of persons directly infected by infectous case during entire infectious period in a totally susceptible population, same formula but without P
R < 1: Disease may dissapear
R = 1: endemic
R > 1: epidemic
Application of reproductive rate to vaccinaion
proportion of p can be immunized, out of Ro people who could get infected by primary case, p x Ro will escape
primary case will infect Ro - Ro x p people
For prevention, number of secondary cases must be < 1
Ro - p*Ro < 1
Solve for p > 1 - 1/Ro
e.g. if Ro is 5, 80% of people needs to be vaccinated
How to estimate Ro?
1. Data from early stage of outbreak (susceptible population)
generation time g, which factor has incidence increased in time of g
2. Use data about mean age of infection
Ro = 1 + L/A
L = average life span of individuals
A = average age of infection
What are compartent models?
Formula
Good for what?
Limitations
A population size N can be divided into:
S: Proportion that is susceptible
I: Proportion that is infectious
R: Proportion that is immune (removed)
S(t+1) = S(t) - ßK* S(t)I(t)
I (t+1) = I(t) + ßKS(t)*I(t) - I(t)/D
Good for
- Good for reaction (providing sufficeint health care) because you can estimate height and timing of incidence peak
- Good for action (predicting and comparing effects of vaccinations or other interventions)
Limitations
- fixed population
- latent period is 0
- durations of infectivity = clinical disease length
- epidemic will not change habits in populaions
- whole model is deterministic
- every person meets every person
with equal probability
- all individuals have same probability
to contract disease when exposed