A correction factor accounting for the differences between the absorption spectra of an erythrocyte suspension and hemolyzed blood (hemoglobin solution) has been calculated. Erythrocytes and their aggregates are simulated by "soft" cylindrical (disk-shaped) particles. The anomalous diffraction approximation is used. At equal absorbing mass, the absorption coefficient of the suspension in the blue spectral region is shown to be capable of being several times lower than that of the solution due to localization of the absorber in erythrocytes.The hemoglobin localization effect is less important for λ em > 600 nm. Approximate analytical equations that are valid for cylindrical particles with a length-to-diameter ratio l/d > 3-4 are proposed for calculating the correction factor. More cumbersome formulas of anomalous diffraction must be used at smaller l/d values. It is shown that these formulas transform at the limit into the analytical equations. The spectra of the correction factor for cylindrical and spherical particles are compared. The simple approximation for spherical particles is demonstrated to work well for rather long aggregates when the cylinder volume-to-surface area ratio is the same as for a spherical particle. The results can be used to solve various problems of erythrocyte optics, e.g., to reproduce sizes of aggregates by measuring their spectral absorption.Introduction. Light of spectral range 300-1000 nm is absorbed in blood mainly by various forms of hemoglobins, e.g., oxy-, deoxy-, met-, sulf-, and carboxyhemoglobin among others. Variations of their molecular structures causes their absorption coefficients μ i (λ) (i is the hemoglobin form) to assume different properties depending on the wavelength of the light [1-4] although the absolute values are usually much greater than those of other blood chromophores (thrombocytes, plasma) [5, 6]. Therefore, blood absorption spectra μ b (λ) are often used for optical monitoring of its hemoglobin composition and the bulk concentration of derivatives [1,[7][8][9][10][11]. Multi-component analysis [1,3,10,11], least-squares methods, and other well developed mathematical procedures are used to deduce the concentration from the measured function μ b (λ) and known μ i (λ). The principal issue with experimental determination of μ b (λ) is the structure of the blood sample, namely, is the hemoglobin in solution after hemolysis of the blood or is it dispersed, concentrating on erythrocytes. Herein we propose a method for calculating the absorption coefficient of a suspension of erythrocytes and evaluate differences between the absorption spectra of hemoglobin suspension and solution.Current State of the Problem. The problem of finding the relationship between the absorption coefficient of a substance and its dispersed phase has been solved historically using two approaches. These are the theory of light scattering on individual particles (Maxwell's equations) and the theory of radiation transfer in the medium. It is well known in the theory of light scattering on...