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Age-dependent survival and infectivity of Schistosoma mansoni cercariae

Published online by Cambridge University Press:  09 October 2003

P. J. WHITFIELD
Affiliation:
Division of Life Sciences, King's College London, Franklin Wilkins Building, 150 Stamford Street, London SE1 9NN
A. BARTLETT
Affiliation:
Division of Life Sciences, King's College London, Franklin Wilkins Building, 150 Stamford Street, London SE1 9NN
N. KHAMMO
Affiliation:
University of Nottingham, Faculty of Medicine and Health Sciences, School of Biomedical Sciences, Medical School, Queens Medical Centre Nottingham NG7 2UH
R. H. CLOTHIER
Affiliation:
University of Nottingham, Faculty of Medicine and Health Sciences, School of Biomedical Sciences, Medical School, Queens Medical Centre Nottingham NG7 2UH
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Abstract

The age dependency of the mortality, spontaneous de-tailing and infectivity of cercariae of Schistosoma mansoni has been determined at 25 °C. Infectivity was assessed with respect to stratum corneum-like differentiated human keratinocyte cultures (validated by comparison with fresh human skin samples) and displayed a complex age-dependent pattern. From 1 to 9 h post-emergence cercariae showed a plateau of maximal infectivity (around 90% attachment). Thereafter, infectivity declined. Immediately after release, infectivity at around 60% was significantly lower than the plateau values and this could be an adaptation for spatial dispersal of cercariae. Age-dependent patterns of cercarial mortality and spontaneous de-tailing closely mirrored the infectivity pattern except in relation to the low initial infectivity value. These findings suggest that, at a population level, the age-dependent decline in cercarial infectivity towards human skin is essentially driven by cercarial mortality. The recently described phenomenon of delayed tail loss (DTL) in S. mansoni cercariae infecting human skin is confirmed in the present study. For cercariae aged up to 13·5 h post-emergence, 90% or more of invading cercariae took their tails with them into the keratinocyte culture. The infection dynamics described in this study suggest that diurnally shed S. mansoni cercariae, with peak emergence around mid-day, will have near maximal infectivity towards humans in contact with water through all remaining daylight hours in the tropics.

Information

Type
Research Article
Copyright
2003 Cambridge University Press
Figure 0

Table 1. The age at which each aliquot of cercarial suspension was used to infect keratinocytes

Figure 1

Fig. 1. Age-dependent survival of cercariae at 25 °C. Individual data points represent mean values±S.D. The fitted curve has been calculated using an equation which assumes that the instantaneous death rate of cercariae increases exponentially with time (Anderson & Whitfield, 1975). Instantaneous death rates were calculated from raw survival values through time and a best fit exponential curve generated of the form y=aebt (where y is the instantaneous death rate at time t and a and b are calculated constants). This enabled the estimation of a and b as 3·4×10−7 and 1·2239×10−2 respectively. The fitted survival curve in the figure was then derived from the equation: where Pt is the proportion of cercariae alive at time t.

Figure 2

Fig. 2. Age-dependent infectivity of cercariae at 25 °C towards differentiated keratinocytes. Individual data points represent means±S.D. The fitted curve is based on the best fit polynomial equation of the form y=−0·0003x6+0·0151x5−0·3446x4+3·7796x3−21·169x2+31·578 (R=0·9923).

Figure 3

Fig. 3. Age-dependent spontaneous de-tailing of cercariae at 25 °C. The fitted curve has been calculated by assuming that the instantaneous rate of de-tailing can be treated in the same way as age dependent mortality (see Fig. 1). Estimated coefficients: a=5·4×10−5 and b=5·047×10−3 (calculated with minutes as units of age).

Figure 4

Fig. 4. Relationship between levels of spontaneous de-tailing with age and cercarial infectivity. The fitted curve is based on the best fit power law equation y=0·0011x2·4634 (R=0·9148).

Figure 5

Fig. 5. Age-dependent variation in delayed tail loss. The percentage of tails retained by penetrating cercariae (delayed tail loss, DTL) was calculated from the formula produced by Whitfield et al. (2003), DTL=((W1+T1)−(W2+T2)/(W1+H1)−(W2+H2))×100 where pre-infection counts for whole cercariae, heads and tails were respectively W1, H1, T1, and post-infection values W2, H2, T2. The fitted curve is based on the best fit linear equation y=94·328+0·4186x (R=0·7135).