Cementitious materials requiring the elastic and creep strains to be compressive at all times, yields concavely increasing time evolutions of elastic and creep moduli, as well as slightly decreasing or quasiconstant evolutions of the creep exponent. Combination of these results with calorimetry-based evolutions of the degree of hydration yields linear elasticityhydration degree and over-linear creep modulus-hydration degree relations, while the creep exponents slightly decrease with ongoing hydration. Notably, the herein quasi-statically determined elastic moduli agree very well with those determined ultrasonically on the same cement pastes. This impressively underlines the fundamental characteristics of the elastic properties being related to an energy potential, independently of loading paths and corresponding strain rates. Conclusively, Young's moduli which are either determined from loading or unloading paths only, may not exclusively refer to elastic material behavior, but also to dissipative phenomena. The measured creep properties of cement pastes result from the viscoelastic behavior of the hydration products. We here identify a corresponding single isochoric creep function characterizing well-saturated Portland cement hydrates, through downscaling of 500 dierent non-aging creep functions obtained from vi the aforementioned three minute-long tests on dierently old cement pastes with three dierent initial water-to-cement mass ratios. A two-scale micromechanics representation of cement paste is used for downscaling. At a scale of 700 microns, spherical clinker inclusions are embedded in a continuous hydrate foam matrix. The latter is resolved, at the smaller scale of 20 microns, as a highly disordered arrangement of isotropically oriented hydrate needles, which are interacting with spherical water and air pores. Homogenization of viscoelastic properties is based on the correspondence principle, involving transformation of the time-dependent multiscale problem to Laplace-Carson space, followed by quasi-elastic upscaling and numerical back-transformation. With water, air, and clinker behaving elastically according to well accepted published data, the hydrates indeed show one single power law-type creep behavior with a creep exponent being surprisingly close to those found for the dierent cement pastes tested. The general validity of the identi ed hydrate creep properties is further corroborated by using them for predicting the creep performance of a 30 years old cement paste in a 30 days long creep test: the respective model predictions agree very well with results from creep experiments published in the open literature. Focusing nally on predicting the mechanical properties of mortars and concretes, it is important to note that customary micromechanics models for the poroelasticity, creep, and strength of concrete restrict the domain aected by the hydration reaction, to the cement paste volume; considering the latter as thermodynamically closed system with respect to the chemically inert aggregates. Accordingly, such micromechanical models typically rely on the famous Powers hydration model, in order to quantify volume fractions of clinker, cement, water, and aggregates, as functions of the hydration degree. The situation changes once internal curing occurs, i.e. once part of the present water is absorbed initially by the aggregates, and then soaked \back" to the cement paste during the hydration reaction. For this case, we here develop an extended hydration model, introducing water uptake capacity of the aggregates on the one hand, and paste void lling extent on the other, as additional quantities. Based on constant values for just these two new quantities, and on experimentally determined creep properties of cement pastes as functions of an eective water-to-cement mass ratio (i.e. that associated to the cement paste domain, rather than to the entire concrete volume), a series of three minute creep tests on dierent mortars and concretes can indeed be very satisfactorily predicted by a standard micro-viscoelastic two-scale model. This further extends the applicability range of micromechanics modeling in cement and concrete research, and it concludes the present thesis which combines innovative macroscopic material testing and state-of-the-art multiscale modeling from sub-micrometric hydrate needles to decimeter-sized specimens of mortars and concretes.