Research Article - (2023) Volume 12, Issue 4

Estimation of Birth Weight using a Model (Foot Length and Occipitofrontal Circumference) in a Resource Limited Setting
Nzeduba C.D, Asinobi I.N and Eneh C.I*
 
Department of Paediatrics, Enugu State University of Science and Technology and Enugu State University Teaching Hospital (ESUT-TH) Enugu State, Nigeria
 
*Correspondence: Eneh C.I, Department of Paediatrics, Enugu State University of Science and Technology and Enugu State University Teaching Hospital (ESUT-TH) Enugu State, Nigeria, Email:

Received: 27-Sep-2022, Manuscript No. JNB-22-18182; Editor assigned: 30-Sep-2022, Pre QC No. JNB-22-18182 (PQ); Reviewed: 14-Oct-2022, QC No. JNB-22-18182; Revised: 27-Jan-2023, Manuscript No. JNB-22-18182 (R); Published: 03-Feb-2023, DOI: 10.35248/2167-0897.23.12.425

Abstract

Background: Birth weight is a very important anthropometric parameter in the newborn. It is a very important factor that determines survival in the newborn infants. However, in resource limited settings, the weighing scale may not be readily available, making it necessary that other methods of estimating birth weight should be sought.

Methods: This was a cross sectional, descriptive study conducted over a six month period (February to July, 2020) in Enugu state university teaching hospital, Enugu. Foot Length (FL) measurements were made from the heel to the tip of the big toe using a hard transparent plastic ruler. Occipito Frontal Circumference (OFC) was measured as the maximum circumference of the head to the nearest 0.1 cm with a non-elastic, flexible, measuring tape passing above the supra orbital ridges and over the maximum occipital prominence. Birth weight was measured while the babies were naked using a way master infant spring weighing scale to the nearest 50 grams. Gestational age assessment was done using the new Ballard scoring system. Data were documented on a pretested preform designed by the researcher, for this study.

Results: Out of 235 infants enrolled, 34 (14%) were preterm. Precisely 51% of the study population was males while the rest (49%) were females. The median foot length in the study population was 8.00 cm (0.50) and the range was 5.10–9.00 cm. The occipito-frontal circumference ranged from 25.50–37.20 cm and the median was 35 cm (2.00). The median birth weight was 3300 g (800.00) and the range was 1000.00 g-4000.00 g. There was a strong significant positive correlation between newborn the newborn FL/OFC model and BW with a correlation coefficients (r) of 0.883 (p<0.001). This study also revealed that individually, FL and OFC are good predictors of LBW with AUC of 0.934 and 0.967 respectively. At cut off points of 7.55 and 33.75, FL and OFC, respectively, can predict LBW.

Conclusions: The findings in this study show that FL/OFC model is a good proxy for birth weight. This also shows that FL and OFC can individually be used to predict LBW in settings where weighing scales are not readily available.

Recommendations: Foot length measurements may be included in the routine anthropometric assessment of newborn babies. Occipito frontal circumference may also be promoted as a proxy for birth weight and where possible, the FL/OFC model should be used to improve the predictive power of the two parameters.

Keywords

Foot length; Birth weight; Occipito frontal circumference; FL/OFC model; Gestational age

Introduction

Newborn anthropometry is very vital in the assessment of newborn infants. Neonatal anthropometry, especially birth weight is a major determinant of survival in the infants. Out of the five countries contributing to half of all global newborn deaths, Nigeria ranks third (9%), proceeded by countries such as India (24%) and Pakistan (10%). These countries are considered to be resource restricted and thus, healthcare delivery to grassroots is affected [1].The major contributors to neonatal mortality worldwide are severe infections (36%), pre term birth (28%) and perinatal asphyxia (23%). Others include Low Birth Weight (LBW) and birth trauma. LBW is an underlying factor in about 70% of neonatal deaths in developing countries [2]. LBW is associated with prematurity (birth weight is directly related to gestational age), increased risk of infections, respiratory difficulties, hypothermia and feeding problems.

Birth Weight (BW) is a major determinant of fetal growth and duration of gestation and serves as an empirical indicator of maturity and neonatal survival [3]. However, weight measurements are affected by changes in water, carbohydrate, fat, protein and mineral levels [4]. It is important to consider some of the inaccuracies in weighing scales plus observer error such as parallax. Similarly, weighing scales are not available in many rural settings and not portable when attending deliveries at home, church or TBAs [5]. Other anthropometric measurements such as Head Circumference (HC), Chest Circumference (CC) and Crown Heel Length (CHL) have also been used as surrogates to BW. These surrogates are affected by factors such as malnutrition leading to underestimation of growth [6,7].

With all these limitations, the identification and evaluation of low cost and simple assessment methods as surrogates to birth weight has been ranked the number one research priority to reduce global mortality from prematurity and low birth weight.

Foot length has been shown to be a good proxy for birth weight. Studies have also shown occipito frontal circumference to correlate well with birth weight [8-10].

This study intends to determine how a FL/OFC model would perform in estimation of birth weight as against the individual performance of both parameters. The study would also try to determine a cut off point for both parameters at which LBW could be diagnosed. This will aid in the detection of neonates who may either benefit from early and simple life saving interventions, or require referral for more specialized care [11,12].

Materials and Methods

The subjects were “newborn” babies: Term and preterm whose weights were appropriate for GA delivered in ESUTH or admitted into the Special Care Baby Unit (SCBU) of ESUTH and who met the criteria for recruitment. Preterm and term babies who were delivered in ESUTH or were referred to ESUTH from other hospitals and babies who were within 96 hours of age were included in the study. Babies with congenital anomalies of the foot, neuromuscular disorders, congenital anomalies of the chest or skeletal abnormalities and babies with disorders that distorted respiratory rhythm and congenital skeletal abnormalities were excluded. The Lubchenco growth chart was then used to determine appropriateness for GA and babies who were SGA or LGA were similarly excluded. Babies with suspected chromosomal abnormalities and cardiovascular system disorders and babies with suspected intra uterine infections (Toxoplasmosis, Rubella, Cytomegalovirus and Syphilis) were also excluded from the study [13,14].

Ethical approval was obtained from Enugu state university health research ethics committee, Enugu. Written informed consent was obtained from parent after due explanation of the study using the parent’s desired language. Every step in the study was explained to the parents and they were assured that no adverse effects were expected. Only babies whose parents gave consent were recruited into the study [15,16].

Foot length measurements were from the heel to the tip of the big toe using a hard transparent plastic ruler. The foot was placed in a lateral position while the ankle was held and a finger placed at the foot dorsum to avoid eliciting the grasp reflex which would shorten the measurement. Care was taken to ensure that no pressure was exerted on the soft tissue. Both feet were measured. Measurements were performed by the researcher only to ensure a consistent measurement technique. Intra observer error was minimized by taking three measurements and then documenting the mean. Occipito frontal circumference was measured as the maximum circumference of the head between the glabellas anteriorly and along the occipital prominence posteriorly using a non-extendable measuring tape. The measurement was done to the nearest 0.1 cm using a nonelastic measuring tape. The average of three measurements was taken to minimize intra observer error [17,18].

Gestational age was noted from the obstetric admission notes as calculated by LMP (GALMP) and/or early antenatal ultrasound (GAUSS). Based on the gestational age, the babies were grouped as preterm and term. The reference standard for gestational age was the New Ballard Score (NBS). The NBS was done by the principal researcher within 96 hours of birth [19,20].

All the newborns were weighed naked on a way master infant spring weighing scale to the nearest 50 grams. This scale was always set to zero point before each use and standardized at weekly intervals using a known 5 kg weight.

Lubchenco intra uterine growth chart was used to determine growth appropriateness for gestational age. All information obtained was recorded in the preform designed for the study.

Data collated was coded, entered and analyzed using International Business Machine Statistical Package for Social Sciences (IBM-SPSS version 22 Chicago). Descriptive statistics such as frequency and percentages were used to summarize categorical variables (such as sex), while median and interquartile range were used to describe foot length because of non-normality of the data. Comparison of the foot length between term and preterm babies was done using Mann- Whitney U-test due to non-normality of data. The association between foot length, birth weight and gestational age (categorized into extreme preterm, very preterm, moderate late preterm and term) was analysed using Kruskal-Wallis test. Post- Hoc pairwise comparison was used to identify the areas of significant relationship between the categories of BW. All tests of significance were two tailed at 95% confidence interval. A pvalue score of <0.05 is considered significant. Results were presented as prose, tables and figures as appropriate.

Results

This study was conducted over a six (6) months period, from February to July 2020, with two hundred and thirty five (235) participants enrolled. Three hundred and twenty five (325) mothers were approached during the study period, thirty two (32) refused consent while two hundred and ninety three (293) gave consent. Twenty seven (27) of the babies were either SGA or LGA, 28 were more than 96 hours at the time of measurements and three had congenital malformations. Eventually, 235 newborn babies who met all the inclusion criteria were recruited for the study. One hundred and ninety three babies (82.1%) were recruited from the maternity ward, while forty two (17.9%) were recruited from the special care baby unit both of ESUTH.

Socio-demographic characteristics of the study population

The dominant socio-economic class was class two (53.2%), with 3% and 0% in class four five respectively. Mothers of 150 (63.8%) babies reside in urban areas while mothers of 85 (36.2%) babies reside in rural areas. Majority (99.1%) of the study participants were of the Igbo tribe, while 0.9% was of the Hausa/Fulani tribe (Table 1).

  Frequency (N) Percentage (%)
Socioeconomic class
1 56 23.8
2 125 53.2
3 47 20
4 7 3
5 0 0
Domicile
Urban 150 63.8
Rural 85 36.2
Tribe
Igbo 233 99.1
Yoruba 0 0
Hausa/Fulani 2 0.9

Table 1: Socio-demographic characteristics of the study population.

Gestational age and sex distribution of the study population

The gestational ages ranged from 26–42 weeks with a mean (SD) of 37.0 (3.4) weeks. Thirty four (14.5%) were preterm while 201 were term. Amongst the 34 preterms, twenty two (64.7%) were moderate too late. There were 121 males (51%) and 114 females (49%) giving a male to female ratio of 1.1:1 (Table 2).

  Frequency (N) Percentage (%)
Gestational age (weeks)
<28 3 1.3
28 to <32 9 3.8
32 to <37 22 9.4
>37 to 42 201 85.5
Total 235 100
Gender
Males 121 51
Females 114 49
Total 235 100

Table 2: Gestational age and sex distribution of the study population.

Foot length measurements of the study population

The foot length of the study population ranged from 5.10 cm to 9.00 cm with a median (IQR) foot length of 8.00 cm (0.50). The median (IQR) foot length in the preterm and term subjects were 6.50 cm (1.50) and 8.00 cm (0.60) respectively (Table 3).

Foot length (cm) Overall Preterm Term U-stat p-value
Median (IQR) 8.00 (0.50) 6.50 (1.50) 8.00 (0.60) 472.50<0.001
Min-max 5.10–9.00 5.10–7.8 7.00–9.00  
IQR: Interquartile Range; Min: Minimum; Max: Maximum; cm: centimetres; U: Mann-Whitney U-test

Table 3: Foot length measurements of the study population.

Birth weight, occipito frontal circumference and chest circumference of the study population

The birth weight of the subjects ranged from 1000 g to 4000 g with a median (IQR) birth weight of 3300 g (800.00). The median (IQR) birth weight was 1500 g (1000) amongst preterm and 3500 g (700) among term babies. This was statistically significant (p<0.001).

The occipito frontal circumference of the study population ranged from 25.50 cm–37.20 cm with a median (IQR) of 35 cm (2.00 cm). While preterm babies had a median (IQR) OFC of 30.00 (6.13), term babies had a median (IQR) of 35 cm (2.00). This was also significant (p<0.001).

There was a significant increase in the anthropometric variables (e.g. birth weight, OFC and CC) as gestational age increased (Tables 4). This was such that, term babies had significantly higher scores in all the anthropometric variables compared with preterm babies (p<0.001).

Anthropometric parameter Overall Preterm Term  U-stat P-value
Weight (g)
Median (IQR) 3300 (800) 1500 (1000) 3500 (700) 192 <0.001
 Range 1000–4000 1000–3000 2500–4000    
 OFC (cm)
Median (IQR) 35.00 (2.00) 30.00 (6.13) 35.00 (2.00) 610.5 <0.001
Range 25.50–37.20 25.50–36.50 30.00–37.20    
IQR: Interquartile Range; OFC: Occipito Frontal Circumference; cm: centimeters; Ustat:  U-statistic from Mann-Whitney U test

Table 4: Birth weight and occipito frontal circumference of the study population.

Prediction of birth weight using OFC and foot length

The model summary table shows a significant linear very strong positive relationship between birth weight and the independent variables (OFC and foot length) as indicated by the correlation coefficient (R=0.883). The coefficient of determination (R2=0.780) indicates that 78% of the variation that exists in birth weight is explained by the model (Tables 5-7). The ANOVA table shows the overall significance of the independent variables in predicting birth weight. Foot length and OFC have a significant positive impact on birth weight as indicated by the regression coefficients (B), (p<0.001). The regression model is as follows:

Model summary 
Model R R square Adjusted R square Std. error of the estimate
1 0.883a 0.78 0.778 329.8563
a. Predictors: (Constant); OFC: Foot Length

Table 5: A significant linear very strong positive relationship between birth weight and the independent variables (OFC and foot length).

Anovaa
Model Sum of squares df Mean square F Sig.
Regression 89297254.296 2 44648627.148 410.354 0.000b
Residual 25242794.214 232 108805.147    
Total 114540048.511 234      
a. Dependent variable: Birth weight (grams)
b. Predictors: (Constant); OFC: Foot Length

Table 6: The overall significance of the independent variables in predicting birth weight.

Coefficientsa
  Model Unstandardized coefficients Standardized coefficients
B Std. error Beta t Sig.
Constant -5419.32 310.628   -17.446 0
Foot length 429.054 54.154 0.408 7.923 0
OFC 151.854 14.977 0.522 10.139 0
a. Dependent variable: Birth weight (grams)

Table 7: Foot length and OFC have a significant positive impact on birth weight as indicated by the regression coefficients.

Birth weight=-5419.317+429.054 (foot length)+151.854 (OFC)

Prediction of low birth weight using foot length

Table 9 show that Foot length is a good predictor of low birth weight. An Area Under the Curve (AUC) of 0.934 shows that the test is accurate and better than a guess work. The best cut off that maximizes (sensitivity+1-specificity) is 7.55 cm. It is the optimal threshold point that gives the maximum correct prediction of low birth weight. The ROC curve shows this maximum point. At this cut off, the sensitivity is 72%, specificity is 93%, positive predictive value is 99% and negative predictive value is 31%. Foot length equal or below 7.55 would indicate low birth weight. Note that the low percentage of the NPV was as a result of the low prevalence of low birth weight babies (Tables 8 and 9, Figure 1).

neonatal-maximum

Figure 1: The ROC curve shows this maximum point.

Area under the curve
Test result variable(s): Foot length
Area Std. errora Asymptotic sigb Asymptotic 95% confidence interval
Lower bound Upper bound
0.934 0.032 0 0.872 0.997
The test result variable(s): Foot length has at least one tie between the positive actual state group and the negative actual state group. Statistics may be biased.
a. Under the nonparametric assumption
b. Null hypothesis: True area=0.5

Table 8: An Area Under the Curve (AUC) of 0.934 shows that the test is accurate and better than a guess work.

Foot length Sensitivity Specificity 1-specificity Positive Predictive Value (PPV %) Negative Predictive Value (NPV %)
7.25 0.957 0.75 0.25 97 70
7.4 0.952 0.786 0.214 97 69
7.55 0.72 0.929 0.071 99 31
7.65 0.691 0.964 0.036 99 30
7.75 0.676 0.964 0.036 99 29

Table 9: Show that Foot length is a good predictor of low birth weight.

Prediction of low birth weight using OFC

Table 11 shows that OFC is a good predictor of low birth weight. An Area Under the Curve (AUC) of 0.967 shows that the test is accurate and better than a guess work. The best cut off that maximizes (sensitivity+1-specificity) is 33.75 cm. It is the optimal threshold point that gives the maximum correct prediction of low birth weight. The ROC curve shows this maximum point. At this cut off, the sensitivity is 89%, specificity is 89%, positive predictive value is 98% and negative predictive value is 53%. OFC below 33.75 would indicate low birth weight (Table 10 and 11, Figure 2).

neonatal-segments

Figure 2: Diagonal segments of the ROC curve shows this smaximum point.

Area under the curve
Test result variable (s): OFC 
Area Std. Errora Asymptotic Sig.b Asymptotic 95% confidence interval
Lower bound Upper bound
0.967 0.019 0 0.93 1
The test result variable(s): OFC has at least one tie between the positive actual state group and the negative actual state group. Statistics may be biased.
a. Under the nonparametric assumption
b. Null hypothesis: True area=0.5

Table 10: Area under the curve of this table shows test result variables.

 OFC Sensitivity Specificity 1-specificity Positive Predictive Value (PPV %) Negative Predictive Value (NPV %)
32.5 0.99 0.857 0.143 98 92
33.25 0.923 0.893 0.107 98 61
33.75 0.894 0.893 0.107 98 53
34.25 0.705 0.893 0.036 98 29
34.65 0.686 0.964 0.036 99 29

Table 11: Data showing sensititvity, specificity etc at various cut-off points of OFC to predict low birth weight.

Discussion

This present study demonstrated cut off points of 7.55 and 33.75 for FL and OFC respectively to predict LBW. The study also found that a FL/OFC model can correctly estimate birth weight using a model equation BW=-5419.317+429.054 (FL) +151.854 (OFC).

This study found a cutoff point of 33.75 for OFC to correctly predict LBW. This is similar to findings in some studies. Ndu, et al. in a 2014 study found that a cutoff point of 33.80 cm for OFC could predict birth weight less than 2500 g. A study by Ezeaka, et al., in 2003, found a significant correlation between OFC and BW with a cutoff point of 33.6 predicting LBW (BW<2500 g). Olafimihan, et al., studied the use of anthropometric parameters to determine LBW. They found a cutoff point of 31.89 for OFC to be a good predictor of LBW. Among all anthropometric parameters studied, OFC was found to be the best surrogate for birth weight.

Mukherjee S, et al. in 2013 found a cutoff point of 7.85 cm for foot length to predict LBW. Similarly, Folger, et al., found a cutoff point of 7.9 cm for foot length to correctly predict LBW. Ashish et al, in a study done in Nepal, found a cutoff point of 7.2 cm for FL to correctly predict LBW.

Conclusion

In the setting of the present study, There was a strong positive correlation between birth weight and a FL/OFC model with a correlation coefficient of 0.883 (R2=0.78). This study also revealed that individually, FL and OFC are good predictors of LBW with AUC of 0.934 and 0.967 respectively. At cut off points of 7.55 and 33.75, FL and OFC, respectively, can predict LBW. At a cutoff point of 7.55 cm for FL the sensitivity is 72%, specificity is 93%, positive predictive value is 99% and negative predictive value is 31%. Foot length below 7.55 would indicate low birth weight. Similarly, at a cutoff point of 33.75 cm for OFC, the sensitivity is 89%, specificity is 89%, positive predictive value is 98% and negative predictive value is 53%. OFC below 33.75 would indicate low birth weight.

Recommendations

The recommendations, based on the findings of this study are as follows:

• Foot length measurements may be adopted to be part of routine examination of newborn babies.

• The FL/OFC model can be used to estimate birth weight when the weighing scale is not available.

• Using the determined cut off points, both FL and OFC can be used to predict LBW in newborn babies.

Competing Interests

The authors have declared that no competing interests exist.

Author’s Contributions

Principal researcher, Dr Nzeduba designed the work, collected the data and wrote up the article. Dr Asinobi supervised the research while Dr Eneh reviewed the writing of the work.

References

Citation: Nzeduba CD, Asinobi IN, Eneh CI (2023) Estimation of Birth Weight Using a Model (Foot Length and Occipitofrontal Circumference) in a Resource Limited Setting. J Neonatal Bio. 12:425.

Copyright: © 2023 Nzeduba C.D, et al. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.